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mf_newforms • Show schema
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{'Nk2': 960, 'analytic_conductor': 4.685775382261826, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [15, 2, [11, 7], [2, 1]], 'cm_discs': [], 'conrey_index': 4, 'conrey_indexes': [4], 'dim': 8, 'field_disc': 48106624913390178304, 'field_disc_factorization': [[2, 12], [13, 2], [8336411, 2]], 'field_poly': [160000, 0, 87300, 0, 7361, 0, 162, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 68853694479, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 1062882000, 'hecke_ring_index_factorization': [[2, 4], [3, 12], [5, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '15.8.b.a', 'level': 15, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '15.8.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q-\\beta _{1}q^{2}+\\beta _{2}q^{3}+(-83-\\beta _{4})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '7.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '15.8.b', 'trace_display': [0, 0, -444, 0], 'trace_hash': 1428085658226740063, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.088', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.754', 'prec': 17}, {'__RealLiteral__': 0, 'data': '263.827', 'prec': 24}, {'__RealLiteral__': 0, 'data': '149.796', 'prec': 24}, {'__RealLiteral__': 0, 'data': '13878.992', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [8, 0, 0, -666, -444, 486, 0, 0, -5832, -6686, 10752, 0, 0, -13524, -17496, 86530, 0, 0, -30464, 87444, 64152, 0, 0, -110322, 127616, -793524, 0, 0, 240072, -172044, 233728, 0, 0, 184748, 593520, 485514, 0, 0, -454896, -1147102, 507648, 0, 0, 2578572, 323676, 662408, 0, 0, -3267160, -5117736, 264384, 0, 0, -354294, 3525696, 705660, 0, 0, 1091424, 5307606, -6433520, 0, 0, -568594, -2555592, -2382372, 0, 0, -5940864, 12097800, -1381824, 0, 0, 23961276, 7768224, 13115664, 0, 0, -14380160, -31251876, 4251528, 0, 0, -36423756, -1452008, -19837608, 0, 0, 45778896, 4874094, 24075648, 0, 0, -45728896, -25774656, 33586002, 0, 0, -7838208, 24381954, -72144408, 0, 0, 127167276, 20820240, 34193228, 0, 0, -8428544, -48460236, 35843472, 0, 0, -101993904, 25739680, -96551712, 0, 0, 148840896, 84613572, -58538248, 0, 0, -178283664, -65703564, 9858996, 0, 0, -59019840, 94360392, 56396640, 0, 0, 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mf_hecke_nf • Show schema
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0, 1458, 0, 9], [-996000, -1453300, 609760, -29517, 21920, 86, 160, 3], [81400, 0, 13441, 0, 242, 0, 1, 0], [-124500, 791350, 76220, 60849, 2740, 1408, 20, 9], [996000, 3684100, -609760, 932029, -21920, 27018, -160, 189], [45300, 0, 6151, 0, 152, 0, 1, 0]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 8, 'label': '15.8.b.a', 'level': 15, 'maxp': 997, 'weight': 8}
-
mf_newspaces • Show schema
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{'Nk2': 960, 'analytic_conductor': 4.685775382261826, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [15, 2, [11, 7], [2, 1]], 'conrey_index': 4, 'cusp_dim': 12, 'dim': 8, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68853694479, 'hecke_orbit_dims': [8], 'label': '15.8.b', 'level': 15, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 16, 'mf_new_dim': 8, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 8, 'sturm_bound': 16, 'trace_bound': 0, 'trace_display': [0, 0, -444, 0], 'traces': [8, 0, 0, -666, -444, 486, 0, 0, -5832, -6686, 10752, 0, 0, -13524, -17496, 86530, 0, 0, -30464, 87444, 64152, 0, 0, -110322, 127616, -793524, 0, 0, 240072, -172044, 233728, 0, 0, 184748, 593520, 485514, 0, 0, -454896, -1147102, 507648, 0, 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mf_twists_nf • Show schema
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id: 10445
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.8.b.a', 'source_level': 15, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.8.b.a', 'target_level': 15, 'twist_class_label': '15.8.b.a', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 10446
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.8.b.a', 'source_level': 15, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '15.8.b.a', 'target_level': 15, 'twist_class_label': '15.8.b.a', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 10447
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.8.b.a', 'source_level': 15, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '45.8.b.d', 'target_level': 45, 'twist_class_label': '15.8.b.a', 'twist_class_level': 15, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 10448
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.8.b.a', 'source_level': 15, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '45.8.b.d', 'target_level': 45, 'twist_class_label': '15.8.b.a', 'twist_class_level': 15, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
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id: 10449
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.8.b.a', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '75.8.a.i', 'target_level': 75, 'twist_class_label': '15.8.b.a', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
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id: 10450
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.8.b.a', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '75.8.a.j', 'target_level': 75, 'twist_class_label': '15.8.b.a', 'twist_class_level': 15, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 8}
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id: 10451
{'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.8.b.a', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '225.8.a.z', 'target_level': 225, 'twist_class_label': '15.8.b.a', 'twist_class_level': 15, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
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id: 10452
{'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.8.b.a', 'source_level': 15, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 28, 'target_is_minimal': False, 'target_label': '225.8.a.bb', 'target_level': 225, 'twist_class_label': '15.8.b.a', 'twist_class_level': 15, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 8}
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id: 10453
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.8.b.a', 'source_level': 15, 'target_char_orbit': 6, 'target_dim': 8, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '240.8.f.e', 'target_level': 240, 'twist_class_label': '15.8.b.a', 'twist_class_level': 15, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 10454
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '15.8.b.a', 'source_level': 15, 'target_char_orbit': 6, 'target_dim': 8, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '240.8.f.e', 'target_level': 240, 'twist_class_label': '15.8.b.a', 'twist_class_level': 15, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 61200
{'charpoly_factorization': [[[98089216, 0, 12548480, 0, 205908, 0, 845, 0, 1], 1]], 'hecke_orbit_code': 68853694479, 'p': 2}
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id: 61201
{'charpoly_factorization': [[[729, 0, 1], 4]], 'hecke_orbit_code': 68853694479, 'p': 3}
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id: 61202
{'charpoly_factorization': [[[37252902984619140625, 211715698242187500, 212158203125000, 637382812500, 7075218750, 8158500, 34760, 444, 1], 1]], 'hecke_orbit_code': 68853694479, 'p': 5}
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id: 61203
{'charpoly_factorization': [[[845565955456658250240000, 0, 4861216797360192000, 0, 8012197400976, 0, 4927752, 0, 1], 1]], 'hecke_orbit_code': 68853694479, 'p': 7}
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id: 61204
{'charpoly_factorization': [[[-36924996384576, 48549271968, -9889092, -5376, 1], 2]], 'hecke_orbit_code': 68853694479, 'p': 11}
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id: 61205
{'charpoly_factorization': [[[563185776587148012126990237696, 0, 641482327291210478714880, 0, 28065426420029328, 0, 317382120, 0, 1], 1]], 'hecke_orbit_code': 68853694479, 'p': 13}
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id: 61206
{'charpoly_factorization': [[[499092032084245244716179873304576, 0, 23295159632411958895983104, 0, 308572435705811856, 0, 1326477704, 0, 1], 1]], 'hecke_orbit_code': 68853694479, 'p': 17}
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id: 61207
{'charpoly_factorization': [[[2339820261041766400, -18534519357440, -3182712384, 15232, 1], 2]], 'hecke_orbit_code': 68853694479, 'p': 19}
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id: 61208
{'charpoly_factorization': [[[389922852159420630441385212682240000, 0, 6328023166312066820433920000, 0, 22662062086910240256, 0, 9454242368, 0, 1], 1]], 'hecke_orbit_code': 68853694479, 'p': 23}
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id: 61209
{'charpoly_factorization': [[[-9836483973735744000, 536190720755040, -1962816156, -120036, 1], 2]], 'hecke_orbit_code': 68853694479, 'p': 29}
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id: 61210
{'charpoly_factorization': [[[64486309856450560000, 2762783448880000, -28956572976, -116864, 1], 2]], 'hecke_orbit_code': 68853694479, 'p': 31}
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id: 61211
{'charpoly_factorization': [[[2952811048438438164517391334074153410560000, 0, 2739899778679807793164194582988800, 0, 67371449155691106362256, 0, 481863497832, 0, 1], 1]], 'hecke_orbit_code': 68853694479, 'p': 37}
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id: 61212
{'charpoly_factorization': [[[11830266998486115037200, 121028941722620160, -444674643336, -253824, 1], 2]], 'hecke_orbit_code': 68853694479, 'p': 41}
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id: 61213
{'charpoly_factorization': [[[3424000038592443875183689506824721980936749056, 0, 74084453433522240076024731095187456, 0, 498550174033697270263296, 0, 1276413690816, 0, 1], 1]], 'hecke_orbit_code': 68853694479, 'p': 43}
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id: 61214
{'charpoly_factorization': [[[4060099568386131895788113847588265919739068416, 0, 235863979210697312338735514575437824, 0, 1430166509257903180267776, 0, 2227457267744, 0, 1], 1]], 'hecke_orbit_code': 68853694479, 'p': 47}
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id: 61215
{'charpoly_factorization': [[[4076167709765214709631617125168454686722560000, 0, 224067686721089518360088576764275200, 0, 2242265066660606777665296, 0, 3413297274728, 0, 1], 1]], 'hecke_orbit_code': 68853694479, 'p': 53}
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id: 61216
{'charpoly_factorization': [[[69060209222875459665600, 47675788845328800, -3089839278564, -545712, 1], 2]], 'hecke_orbit_code': 68853694479, 'p': 59}
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id: 61217
{'charpoly_factorization': [[[-76203537596852425167344, -1068947672557713440, -1216784356968, 3216760, 1], 2]], 'hecke_orbit_code': 68853694479, 'p': 61}
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id: 61218
{'charpoly_factorization': [[[3091169627309453285087193264166064766028087296, 0, 143308890564188441379408039237598347264, 0, 146356917879639441365750016, 0, 23875474859424, 0, 1], 1]], 'hecke_orbit_code': 68853694479, 'p': 67}
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id: 61219
{'charpoly_factorization': [[[6400183685811484406317056, -15477521224276795392, -12233893450896, 690912, 1], 2]], 'hecke_orbit_code': 68853694479, 'p': 71}
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id: 61220
{'charpoly_factorization': [[[2031822125206021613707144609876842270967087104000000, 0, 1567525080628974453147801764794345881600, 0, 396202901938326093332111616, 0, 36893474997408, 0, 1], 1]], 'hecke_orbit_code': 68853694479, 'p': 73}
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id: 61221
{'charpoly_factorization': [[[-18864339139766941514240000, -4643017104632432000, 12995654917200, 7190080, 1], 2]], 'hecke_orbit_code': 68853694479, 'p': 79}
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id: 61222
{'charpoly_factorization': [[[8721353913500855155607644206759261782953466776846336, 0, 4722314872447834990394761166559953469440, 0, 761150637438149109503897088, 0, 47430475444160, 0, 1], 1]], 'hecke_orbit_code': 68853694479, 'p': 83}
-
id: 61223
{'charpoly_factorization': [[[-2997196292685420289005289200, 381536804965960222560, 120183683454936, -22889448, 1], 2]], 'hecke_orbit_code': 68853694479, 'p': 89}
-
id: 61224
{'charpoly_factorization': [[[132881895774558794130904026293465747753229790526570496, 0, 30975637420781245437932380824243891339264, 0, 2474654462289835108352188416, 0, 82955023329024, 0, 1], 1]], 'hecke_orbit_code': 68853694479, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '15.8.b.a', 'level': 15, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHECwF/nvGzQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13vCzZWd6Lf1eoqo67dzw5zZk5Z3Ke0STlDEJoQAgJBBgDBl+MffENYHPta+yfMVjmGttcwCABkkxUQkJZmpFGk3M+MyfnuPPuXGmt3x+rqrp6nxFgjC3Atz+q6d7naGZ3dz3rWc/7vs/7LsH/9/gre3zisw8gpdj4wsGTLZtau2XGw/ckTx3r8trrpsXtVzWW7n86ZcvM8szNV56xzx3cSsWXbJzp06inwsg9a2AvzGx5DcBmYBUYCCG+1R/tb+xDf6vfwN+Ux+Hj5wEuMSbdaBGmP4j45Kf+hD1bzrJr8zIV5XP09KfiFXvTzw96K9+hhY3PnPfZOC2I+0O6a4l/5szib586IxDp8EdPTfSicxcW2TwDJ4cRE43UGybHP/efPrL/5186/WnxH/7lj/3bC2eOfbySPPdUb+2AsgQghFTSuwAcqza2fKu/kr8Rj/+PGr7J4+XDC1hRmfTMsdf2Vp5HSxmfWWn94+5QvkUKSxQnPP30szSqq1y2pc1qV3FqvgomJIkTppqWA6d8rr4k5dyCZGoioVkPOHJOk5qY2Ybg7FLMNbsNh05JpicMvu9TqWiOLUhWe7B3Q8KeHVNcfuV1WDy0gn6kv7r/2PBXUmu8N7z6ai7btfV+bLgq5IZv9Vf21/Lx/wE8e6yuLgK8rV4PLz12rGv+5a9+zPzA2yYu6YYb/kmvc4R6xef4qfN0OktEsWalL0mtT8WzNAPLfCfh0LkhW6YrtKoKJWJmJ3z2bFf0hyBkyJkFzTCCs0sChc8gjLl0u2XjVA+JpF6L2DTX5cCJaZZXq9QrKYGO6Q8N7Z4iShImp2apN7agdMjVey7huQNLv3Tb3vPHtu35IRmLltw8q48AX56YmPlWf6V/LR7/0wP84Ev3I6V47eJy/NYXjyx/zxW7Fi4Puz6//ScHuf2aVRYXPE4u9tk6o6gFMNsynFkJUNIihWHzZMrJ+Qr1muWpIyH9UFDxYWkNLpnV1KoBG2cTXntNh5eOTfDUfsHLJxPuuDply4yhXhds37jK4qqiEsAgtDxzYIZGVXJ03mfT1BApwFcp55cVE/UEScqWDTGLSw0G1vD66+ucXLmKoJ7y6utbB84vz30ijOVXENz/jre97lv9FX9LH//TAby91qZaDabOnV/8N7/x0a/6R88eTH/ybu+m5eXGzX/4xXk2zJ3gTdfXuffJFoN0jbfcrHnwuQq7tw3oDTzOrSjCWBDohCu3pWyYClnuSp47OkGcCPZsGTLfVVy7e8Ch4x6doSYK4dYrexw8XaNZjdh/RnPbXkkUh3SGmudOSG7YmdLuely6NSKKJS8cEyx1K2yahMu3d/G1JIrh/IpHN0y4bLPHN56zvPHmHuGgxRcf6/O6m9e4fvd2nji0maX+4Knve9PS01s3Xa0mt3x7VKvP/lyahisTExPf6lvwP/Txtx7gh44dx/O0+MyXH+TOK5XaNFf/9dV2vPfp58+++oEnz6ojF5Z4/1tX2dhocu8TdZ45PuCn3r1Cp72RLz9h2L61z8ZGlfmVhM1z8PwRRWxBoNg6lXLT3i4rXUFvWOHlY5qrd3fwfJ9uXyKF4PJthucPGxY7Vfpxl+t3R/QGE6x0BM8dkuzdkWCEYK1vqAaW63ZK9h3TDKKY1Y7ipj2WjdMxSiQkqcczR322zVkWlhQzUx12bqjz1cc92tEq/+BuxdP7Wnzx8SHbtvf40W+TrKxtZbG3Ja1ObHvQqupBTfsnr9u9lG7f8z1Ib9JiDa3G395cw9/KT/bkvuMIoWQa9yr/5T//dPgDP/7L/0eapj/4h58/GH/3a45fEehaJex4NDxB2Bc8cwh+8M09rrm0wbnlCvc8FfDdr17j+t3TfO1Zn0u39dnYanDiXMKtl0ccOO3TqseAZN+JGpunDMurmodfSnn4MFy7w3LlNslKV/Dgy5I3XB3TqitWuw1On9esdSzKi/iht69y8kKTta7gxr1Drr10EY9JLizNcnoRrtxpGESS4xcCJmua/Wcke7dBtyvZu2OJXZsrfO1JnxPLA979WsP80iT7T0A7SrnhshCRtjh4bMhLx/arE8vHXjc5Gd32976jfmuabrdxkvjShv/ei/7dR6w9ZMEYIS7/Vt+6v/LH3yoGT41BCiGxvdbXH91/e5raD0btw8nJY4enH3p2ufni8YTJ6WV+7n1DSDfz3KEazx2KOXRhwFvvaHPXFXWeP9ji/hciWtM9vutOyYsHGjy4b8AVuxO2TlXBDhBa4EnNkfOauWZKO7Q0KiEnF1JeOp3SUJO85ZYeq2sNHn/ZcvUuwWXbU9JEcGrRI00Nl20VXHVJzOMvCVZ6fd58s6RaP8fBEw1OnJ+kFgi6fY+ZiYSj5318HaKkwhrNto0rXLVD8cCzkzx1LOZdr22zod7igWcqPHu8z23Xr/Ltt/gcOTnLcwcNzx+NGcgeP/f9S2xqzXDg5ASL/Z3suXT76q03b+gi1I+n3PDo5o21NUiNEH97eO9vzSexdok0Xdr5yFOntnoen2ife2DiwWdP17e1IpZWqtR92Ni0PH+ixcP7h9x9+xrb2h7tnqYzCPjE1+pMNzpcu0czjOo8tM/y6Yf7vPvVbSqVBs8c9tg83WO66XN6XtMZpPT7A+obPGKjmaorNk9KXnP1gGcPJ2gpCPyEoJbw1DFFveGxdSYiTGDLNNywd5F2XxMmk8RG8+IJyfOHdhCoCoGfolshgxAmmgN2AZ2ez+mFlOlWn9mJBl953OfFUxF3v67H1laTh5+v8MLxIVfuXuX7Xp9y6MQkR88IziwknG+nvON1Ha7eGbD/WJ2VNZ+l5TPsP3Bg8sRRMTkwez7+3rv99rEjfM/S4LIzT73YPnHzNX87tPrfCgb/yH/5BFKJ666/du7jL7x4+NLf/Pjj6mfet8S2mRoXlpscPVPj5AXL6QsRh8+lnB8M+dn3LXP7nhZP7Z/hwAl49nDMzOwqN1wWsXfLJAdP1HjiQEq13ubqnYa6X+fwaY30hlR9QcU3TNUE55c9ltsKrVMa1ZjAVwR+xKkFhZYhV+7UPH2wyh3XrNFqdfitz9eYrQXceSU8c8jnyksGSOFxYkETKI9KxTBZSfE0LLU9zi4rJup9qj74vsKXmiNnLbValyt2QsOb4MmXfQ6cGbD3khVu2A2zzVmeORBw8GTMU0dTbrpmiX/y3j7Lq5s4dKrJyXOCMxcijl1IOLMi2Lyhzb/4OylL4evTTVv3HG4G6ieuvfGuc8DBv+lV1L+xDH7y9ApS+petLr98c7T8e9GTL2//l7/0qw/tDVSHdtvnE/cL/vf3rDE76dHueQxCnzD0GISW3rkqX3i8zh1XLXPDXgVMYq3Hc0cm+fDBHu9+Q4fbr4iZadV5av8kX318yKaZIZfvEMxNaI6e8+gPY3p9aPcEWlu2zKSgJFJGDPqS86sVMFXmJiIu3dLn4RcCQhK+666YNKpx5IxkdlKzZVpgTMLiqqYzDBnEPt2ez7aZkOnmEKUkWgviWHP0DMxO9rnt2oTNk5pDJyd46ACcW+ly87Vd3ve6lNPnNvLswYCDJxOePZYSiy7vuHXIcDDDmfka88uSpdWY5XbCfFuQ6JD3vmWVqtfi9IEHVWCevvxYdPt9h8+n9199afM/WjN4Po2jwzpofatv+V/qob7Vb+Av84j6J5ma9naePXng3z/97L5/9tLhM+/trS1vPHvBcuiMotNX7Dul2LpxjTuvTIhjnzjVGKuwVqAxnLrgc2LJsHNTh42TUAsqVDyNQvPcUcWFtSHNZsRVuwx7twZ0exXOLAp8HRNbxblVj3OLhk4k0FqzoZUwv2o4cd5nsiERaOamYla6lmt2DpGyxvnlGnu2BBw6GXB6yXLlzpD5FUmceAwixd5tMUJYun3JhlbC7FTI3FSEJ6HdVwQB7NkqWF1t8LWnqxw+N2Rqqs3rbxpw296Ao6fmeO6gz0vHEo4tRjRabX7kbT2u2jHByfMtTl3wOLeYcmE55tSy4NCi5TvunOdH3hYjqDHVrHD6fMDDT5+gvXZgZ9Xz3ruwbHaEtvXoT/z9f7j2G7/2K9/qW/9f/fgbtf/024epNoPZfS+e/18/f++T11yzc/Hu/fvP8dzRgM0zmuEw5cx8xIU1OLEqmJ5p80+/d4lX7alz/Nw0py7UOLOgOLeQcupCzLFFg671ePere7zjVp9TF6bZfzzgyBnD/lMxqRyybS7ijmsMO+Ykpy7UOT0vWekYholBSphswOxEwkpH0+kpJpsRWmgmmymVIObx/QGXbDTMTiacX6riKcPZZcPcpOWSTRGP7Q/wfcV0A5SKmanDak+w3BPMNQ1TzRgpIYwUKx3NyXnNqcWEHRuH3H5NwtZZDWmNA8drHD1jeflkysnlkLfducp3vzqkqiY5cX6SE+c05xZSzi3FnFq0HFq03HLVIj/7ng4bWpOcW2hxYbnKqfMuRTk7GfPkS5YN27bx7Xe1Pj2x4bYXE7X1P2IHi7dcvetbDYW/8ONvDIOnq7+Fr082hysv/caBl1/6+08+d/rKLVP72bujgjENrJWkFqy1CGuRFk5cqPDUEcFlW9tcucMAHqCQUqOVJFCWhSWPA2cUQzPg8h0ddm8xzE5qNk76+CJguR1w+oLg+HnBCyfgxPmIxdWQdjdlGHtUfJ/ZhmXLXIwQKYNQs3NjjKcssRHEqc9yRzIIPXwtENYw2zLMTKSsdAI6A8Ew8VjtCzZOGJbbhlPziorns3EKts5GbJgeMjcdsnE6ZOsGy/aNiiu2eVRVneOnmjy2z+eZQwkvnIxJVZdvv6vN3XdYqmqaQydbHD+nObuQciED95Ely81XLfLP37/KtpkJzi20mF+tsrSm6fQk/QGcmRc8fzxmrXuWSX9wxb2PL736ucOLOw+dWv7K7W9+T/TwVz72rYbEX+jx15rBh4MuQaWDTf1fXLxw8I4P/dHHZH/YveO7b2vrgydm2Lqxi1YBJ85OsLimWenASjtlpR2zvJZyYQ2OLgtmZ9b4lz+4zC17apyen+LcQp1zS5r5ZcuFpYQziykL3YTW1JA7r+nxqsvBl1UCFTC/UuH8kubCiqAfQpIYKr6hXkmZnEgwwMkLCZ0e7NjgUa+GWCtA+PQGhu0bQ5bXNFgnRdZ6ECZgsay0I7bMeXQHCqEswoQ0Kx7bNw1Z6wtOntOkRjPdlDQqgsCDJBH0Q8mFFcn5Zcv8akIQDMFLuO3KHndcJZhtVllebXJ6PuDcEswvJcyvJJxdgaPLlpuuXOJf/eAqG1tNTl2Y4sJylcVVn6W2ZGUtZa3rvr8TCynas2yeVDx1IuF//4E4CfTEI5dd9YNm757LHulE/NOtTUGr1fxWQ+WbPv7aMvhHfv9PuOWm6/mH/+jnfmH+5L3/24MPPHTp1x/t73zySCjvuGaVGy6LEdIjSSQW6UBlJSABgRAWLSy+hHPLVZ44Irlm9wqXbxtSq4CnJb6n8H1NvSqpeZJ+z+PgiQr3PuNzciGkk8QcPB2yYXqFd9y5yjWXdrnp8jYnlhKW+oJaMOTYOUu7U+fqSyRrw5T9JxSNmualk3DZZsswShmmPlrHTDbgwOkApVM8maA9GISSWy7vM+hLrrk0pTNIOXmuwa6NinotYi20zLX6rPY6fOw+eO54ygvHh+zYvMy1eztMTkW8/bYu3/0ay+6NDdK4xfGzExw943H6guHMQsyZhZSjC4JTazHX7VnkX/5glw2tFqcvTDG/XGNxzWe5LVlrO3CvdVPWeoZ+JFnta/bPwyVb13jvq3syGdZ2fuXB07vOLQ5uff1NW6qt1tTXnnr0M/zWh/7oWw2ZV3z8tWTwz3/us9x54071p/e+9H8/ffDk/3XDrv1qU1Pz1cdqfOWZhFprjX/zIxe4YXeFhdUJVto1VtoVVtoeKx3NahdW2ymrnYSVbsJSG06vCnR1yO1XrfC9r4nYNVdnrddkYaXK4orPUluw0nYSYbVr6AwMndDSHyZMN2O2bzCAIPAsZxY8hAzYMafYtdmyea7P/GrI84cb3HiZpVZdZd+RKRr1iCjymJ40DIZwxfYhf3Bfi73bEsLQMjMhidMBjUrASyeGVL061+9JeOFYxPyyz5bpgF2bYPvGCKViziyB71mEsOzYkDDZkHQHAb2+R6fvsdJRrKzBctuw0k5ZaqdcaMPyMGX7lh7f+9olbr9cU/GanF9qsrRaYWlNs9IRrLYNa92Y1W7KWtey3IP5nmShY7hx7yL/vx/uMBFs4KuPTfKlx0N27Uj4++/ekfbjy3/hQvuSfzVZO5t+27d/57caOhc9/loBvL3yKEJVq1VxePv9Dy29Z/+h1X99zyOn6NoBW+cizs/XOXXB48iK4aod8/zyjy9x3SVVFlYnWV6rsdqpsNLxWO1oVjvQ7hrWugmr3YSVjmW+LTjXsyB63H1Xm7ffYrhkU4UoqrHarrDW82l3Fas9QbcvGIaWKLGkKShpCTyoBpZW0zI3FaO9IUfPR7x4JMAkdd56a4T21nh6/wQ7N8GXnki46+qAhfaAilYkaczUJCSxh/YSlpdr3HlDhy892mDXJnjqcIhHjbfcYkjEgBePphw/U0FLnw2Tmsm6oBoIfF+gBCQGotgyjKDbt6z1DN2+Ya1vWO5ZBmnKjq193v6qNnffEYFpsLw2wcJKleWcDNqw1k1p95KMuS0rfTjfUSx2Um7aM88v/fgSe7Y0ODM/w6n5hNNLQzbP+HTaLebbO5GV6X9Wn9368VffvPPUWmcwuOuWm7/VUCoef20Avjx/kKm5bf6zzz39w2fPPvvraviCOHe+Ll8+Jtl3POLYfIqxoKVkJZSc6yTcfOk8//bHlrnh0gpLay2W1+qsdgLWuj6rXc1aV9DuWtq9lLVuQrtnWO1ZFrqC823DZKvPm27qctvlCTs2KJpVj063QuBJQBElEmMExkJ/CAjDZGPI4bMWYyPueapO2K9y6Raf26/pE5s1HnimxfWXeRy+0KO92uRV1/T52tMBG6Ys+09a/sG7Ouw/EbBhSnLvM4rbr1Cs9DscOz3F9XsiHnhxQBLWuO1Kn93bhgySHl99WkEqOHpG06xptID+QGKsIDWWOAGkQfuGds9Sb8Rs2xRyxxV93nRjwnS9wvzKBMtrVVY77rtZ7QjaPWh3E9q9hHYvpd23rPQlF7qCpW7CrXsX+dc/tsg1O6ssrrboDQK0MhgjOHa2xQtHfPYdjemlqXnfO6+yV19+7U/qyo0fjsMz0Y3X7/1WQwr4awLwtV4q1zr9d/zeJz5z6fZJ84Hf+KMHvBuu6PO2m+scO91i/7GU+ZWYdt/SD6EbChYHknPthNuuWOAXf2yRG3f7rHUmWFxt0O5VWOv6rPU07a6i3Yduz9LpJ3R6Kb2Bod23LPYEiz2I05BrLxuwcSql17e87VUhOzcaklSipSWK4f7nK5xaqLBpMmHf0QqYGpdvVdyw1xBU+jx9uM/iUp2rdtZptlZ59AWPmy+rsNxfY3W1ycaNlif2K77/9T2e3K/ZOuex1GuzujLFDVf0eXRfylS1xVWX9lhot3ni5RZVXeemvZY924cgezx/XDA3FTO/GPPA8x7DWCElpMayc1PEm14V0e0pNk8abrgMoqiWybeAtZ5Hp69o9ySdHnT6KZ1eSref0ukb1vqWlYHkbEfQHoTcvmeRf/Wjq9x0mVsc7V6V/sCnP/RY63qcX9K8fCzl6EKP192yyk2XBCT+m+Pd26KfueKGdx0Rsv55IarmW42tb3klc3m1TxL1frC38OivDFePTb14co1tUzWeekmCgUs3Wpo1RRSnKJniaYtW1jUcSM2ThzbwT39b867bV3jv61fYtSXiwnKTwK9SDXxqgUe9qulWJY2Bx0Rd0x+m9AYpG0LDILR0hwErixXOnLZEieHshYQgsIDAVxYtBf2BQuCR9DXX7RTs3mzZvqVPmHb58pOKA0cmefONATdcscpHv2zxRY2dW/q88KhiS0sx0+xTUVWi2GOhC/WKZusGwXMHIm7YU+U11y/xkS8M8L0Gb7zV4gV9vv5ExJcer/Py8SqXbK6xc1PK7GTErpmYq3emKGXQygKWWhAw2wqIYo9u32ffYY/eUNMfKHpDSW8AvaGl13efvTtI6Q0snYFlbQCLfcX8qqU20ean3rrId94ecu0ldc4vNWn3KnT7Ab2BR7evWeu5hSJVzNteNeTWK6ocPzPFsXMveOfPeb9yZOGZlbe87vZ/bJLBR6Su/s8L8G5/DSGSH/2DTz3wi8tnvzh16+6QE+dbaO1Tq0o6HcFioFDKUqsol+MWBiUcwJVM8aXkhcOzPHuozuFzC7zrjh53XDmk1Wiy0q5R71RoDnx6fU03u9mDoaYfaoahZRgZotgSx5YkdVeU+FgDUgk8Laj4glZDMNmAjTOGrRv6zEy2+crT8OCzHtJM8OYbPa67vMvDL8dEwya3XydoDwYsLNe5bY9hptWnqgOGiWKxE6OM4Lo9mloj5JmDFV59wwSvurbLMwcV2AluvNLnR759ha89F3Hvk3X2n6qwfVaxcarKZKPGRAOqAXjaoiQYC/uPC9JUECeCKIEwxn3GMGUQGoahoT809ENDbwCdEBZ7koUuhGbIG65f4R13tPm+NxqSpMmFpTqdXoXuwM/AregNFN2BJElhtqVpViZ56ajHmXnBucWIe57q8KY7/nTqtit7/661+Q06jFZ/O/An/+cD+Pn5FQYD9SOHD3z9F7/wpa/PnV4Z8As/tsZVl2gCr0Gz7hNGYK0gSQWVisJiEVKgpEEpx+SeMlQ9wVK/yh/ft5WvP9vhrqvXeP8b1rh6V4/pVo3ltRrdQUB/4GXAVu6KBGEsiRNBkrit3lr3/pS0aA0VH2pVw1QjZstcn4Qeh8/GfOyBCsdO12kFVW6+UnPbNR2eONTmnsea3HpZhe2b+vzBfQIlApqNmLVeiLGgBMw2+3S6Piap8o67FvjjL9XYPV/h7bf2ieJlHnhxmjitcMuVc7z95g6XbWvz9Wf6vHC6xvPHfbZOSaaaglog8D23CKUAISzGgjGWOMkWa2wJY7eQhxEMIugOBauhYKULQg+5fu8a73/TGnddmTLdrLLaqdHuVh1rDz16g9FO0B9KBkMyMhAcPuUTRoaVTsTR8waCAXdeOWDfC1+fS49Vf/FNr3mNjcP273jBt8ad+D8c4E88+BGuvyKiN/jkDx09pT7wlXuOzthoSDio8uWnOvzY21YYhB6eF9DtS4YRRDFIqZACpExRUmTbs8FTlkBbqlqwOlQstyf5xP11Ht/X4/Zr13j/G9e4fneb6bRKkgT0hxV6A49BqIliRZxIklSSGoGxAoFFCkvgG2qVhMCP8L2Qs8shX3hKcuSMz/EzkygTsHuTzxW7FDde3kEFi7x4tMGWVo2rLoGNs6usdJpcvUWSGMtXngwI+5JWPeEttwz5/AMxpy402Hupx/m1IS8d89i2YZJrdy3y8AtdHn1JEEY+l++a4vJtAZdv7XL0/ApHzsKTB2ocPlanpgWBltQDS8UDKV1QZa1brEkKUQJRKuiFgs5Q0IkhMgnGDrnpsg7vf1OHu65O2TQVMBxOsNyu0O0F9IY+/YGmN1T0h4pBKOgPJcPQ9Y2GUUoUG8LY0BsYltqG0yuGH/6OHpP1JodPWS4cfHju+f0LH1gKK8nP/sdPfXROD/k//sH3/+0F+ENf/xT93pd4at+rv+/8+WP/KRDHWpdsnGDQq+N5EcdO+SyuDZhphcSJREmNP5QMI4FSAiUVSgm0MmiV4mmBrw2+Zwk8S81PaVUE3dBjtTPJpx5sct/zQzZM9nnPa9tcvm3IcNDjql2WbRsVYeyRporUuEKRwCKlwdMpJ+ctxy8I1gaGzz5c4+zSJDbymKwoNk9rdmzUXLIFrtrdwcglPvj5OisrE9x6ueaq3W2+/rxAJB5zk5J6LaEf+0grwUqU9mkPBfMrgittjdfe2OWRZ6psnvG59aop/u63L/HhL3V58mCd3tBjea3Brs1V9m7qc8ueLt/16i7nVlb47MMBy/2Ak+c9zp718ZRASolAYKwlNRAbS5oYJqdjrrmyTxjGXL4t5N2vDZmbUEw1AuK4wvnFigsiQ7fLDQpgSwahYBAKhiFuJwhTwsgQRoZBZOgODEsdycxUyN4tikOnWhw+qXn+6AoX+o/N3Hnd1v+0ZeP2+OH9B//wtz/8cX70h9/ztw/gn/3TP4L6nOh03vg9B14+9iEbvVT7ttstrVqAsT7TLY8dmwLmWq6KVq8mWIsDtZbONqoEOn/WAk+n+Frge4aKZ6nGllpkmaikTFYF/UjSjeocP1Pn3/7hFJgEkSTceE2fXRsjkgSMNVjrijhSCKQSaM/n4Cmf/Ucq1Cuahi+ZqQlmpyVzU5rNs4odm1L27lgjFcv86qebnDzV4tY9HpfvTBkkXR57MaBV9ZiesLQaEbWqk0LGSNpDxUrPstxOafeq3HnVGk/t73PglKLVrHDLlS1+7B3L/Npn4JkjdXoDy1pXM7/SZONMjbnJITumh/wf39OnWWvzwnE4eFrieRalXJwC1v3PQpLAzo0pt1+dkMYecRJgbY1h5HFhyWcQuh1tGKlCvg0iwTAUDCPJIIQwclXZMDKEoWEYG8LIMggN/SEYa1lZCfjkvQHbpmFhNeTkvOVs33DF2outy7eFH3rnrZcnb3vLTZ/4zGc+bt/1rv8xIP8fAvCf/+U/5OvPTaitp4/cvbJy4aMf//KRysa5mDuuH7Bto0Apy7YNHrWKZhhW0NJQDWKsBSktSqlMb0s87TSn7ylCTxJGhiBKCWNLNdsyo8jSTCCMDWECUSIYxpIwDYjTCgeO1Hn+AKTW4qDttLEnwVfO89EI4KpN0KzCRF0y2VBMtzRzU7B9Y8im2TViu8KvfnqCo8cmuOESxSVbJbu3rvKNlxLmlye4cZdksmmo+AMCGWCVIEklwlqSNGK1V2F+2eOGy6tct6fLw89U2DApqFUa3LDH8FN3L/OfPmN46WyDtZ5hratYXNXMtOpMNqtMNido1mJm6zE7bogIvARPJyiVIoULJixuUcWxYmFREyeKOFFEsSKMs+dIEsaSMJIMI0kYCRegRoIwsg7UsWPsKAP2MLKEsWEQwSAWJAZqnuLkecvickwnFJxegc2bOnzvG88xXenWTiypjx7dPzDf+Z2bPn3m4O+nW/e+/28+wE++/GG2b07Vg0+fffenv770kYefO1axusZjB33+zR/O83//wCo7Nof0BzXixInINJWARQrQ0uIpi6cUnrZ4kcT3hLsJniD0FVHsgB7HlihJXVYkKV2pC4rS1JAanN42FOAWApQELcHzINCCSiCoBZJ6TTFRk0xOCOamEnZs7NOor/HpRyIeeHGKtaUm12xX7Njkcdm2IalY4ytP1qh7mtlJRaM25MWjuI77bZZ+qLj2sphrdlsunE9ZXPUZDGu89eYuD70w4PBZRb0qCfwmV19i+Fc/tMz9Lw34/P0zLHcsO+ZSVtuaVlMxUfdo1DzqVUslMAS+IdApWjmpJaW7B9a1FGOMIDGSJBUkiSBOJFEiiGNJGLvMSxQLotgSRRDGTmdHJeII4/xyWZpBLBhGMEwEsRV0Y0HUFnTChEs2rfJz37/ETZfUOHG+TlW8VFlZkb/3m7+t/86R841P/sKv/EH6f/3j/76a/L87wB96blIGLw3eu6V17D9va6xVtk9W8U2MP6u4/7lN/PNY8Z23r/Hdr+lR8QP6Q58o1mjlobVB6xTtaTxPE0SKoeeYJvQkkS+IYuFuTqyIE4hi6TIIySjtl6SGNHXZhdRmmZIsWyKEQEpQ0skeXwsCX1IJJPWqoFmztBqGDVMhs5NdErvGJx6SfPhL08xVKlyzXbB9k8fOzYYdm1b59GOWlZUKl29UTDahUYuZPyFZWA3wd0EYC2YnJK0WHD5uWe0YLixVuGxnhdff2OULD1aYbkDg+yjZ4urdgr/39gU8ucDnHp7k5bMVNnRi5loJE3VFo6qoVSXVQBP4EHigs1qBFCBFCeS4hZ0aSFNBkpIBHeLUEiUQx6kjhdgQ5c+xydKOeVYmS0EmgkEs6CeCXiIZJJYoMgRBj+994xLvun3ArXtqnDg3xUqnwuJqwP3PnKuYCh96+52X6slG7Y9wPPM3E+Af/OhnaQ/ND508dOL/CfacbO7eNkVv4HGiBmcXY4QQPPT8Rh7bF7DYvsBP3r3GTMsnjCp0+gGeTvG0l2ntlMjT+JGTJlHsSumOcYRjooyVkgTiFNLUZRKMcQGXMRab5wFxzC2EyAJXgacdQCoB1CqGRjWh1UiYbQ2YmVzjkQMRv3dPlYPHW+yc8Ni9EbZu9Nm6AfZu79BPOjyxv0lVecxOKloNaDVCJicSfF8jhFtcg9BnpROz1re0ewkLqz7bNzZ41eUL3PNkn4Nnm9SCGE/5CDHB7i2KH3jjEjftXeD37mnwxL4Wyz3NXDOhVUuoVSTViiLwBIEn8TwXqyhFlj50KLc4v7wxFEBPUpPtbllqMTEkqQN3EkOU2NEVu6zMMBEMY8EgEfQSQSeBwTDBxCHTtR5//zuX+MffEyFMixPnpjgz3+TUfMDxs5YzCwm95FSTW9Jf3bH5Gv/w85/58GXXvetvHsD3n1xDSvmjLzzxqV/szJ+ablTrRIlh+2aDxSNJLd1hQrclONtu8e8/Kdl/fJHvuKvHa6/rsGFmSKdbZRgG+J5H4HuEkSbwXXovB3gcS6LEbbtxkuW0U7LUHxlzS0zWDFHcaUHG3KCVK5j4nqXiG6qVhEYlYbIZsmmmw3y7z69/1uMrT02xslrn0lnB9jnBljmfrXOCXZuHaH+NP35Ac+x0nT0bJJMNyUQ9RcqQs4uWQEukcHn9KNbsmOvwJCmdvmK1Y5lfqbJna4Xvem2bT37d58R8gKdjhPAwtk6cSG7ctcqO93X4yjN9/uArUzx9os6WScFMPaVeSan4gsAT+J6LVbTCBc5SFJ4Mi1tkxrrAME0d4HOQJ6mTdA7sEKXO6xLlxaNEMEigm0h6CQwiQ9KP2DrT4TU3rPHOV/d58w2AaTC/3GCtW+H8ks+Jc5Yz8yHD0BInim88cWbaVrZ/4D3f/R3K2vnfFuK/z/DQ/y4AT+NVpNZ/948//dAvfvWBF+e+9zXzTLagWVFsmKoz3ayx3FaYM1BRlomqZHk4wce+oXnghQ437O3wvjc4F9x0K2AwDBiEPoHnESUeUayLQClJFHEqSRJJnAqSRJKmgtSIkdY2gkKVWMfcUoBSLuvgKYPvGQI/pRokNKohM60eg3jA11+0fOwbEzyxr8Wk73H1FsumKcmGaZ/Ns5KtGyIu2bLKCycGfPahWSaUZnZC0KwLmrWYdj/lS49VaPgWIRywBqHmHbeHfPFx54lp9wwLq5qtcw3edUePJw502X/Ypx4kKCkcyE2NYeS0/g+8vs2eTQv88f0dHn25xanVKhubgomKpeYbKtrge6CVQEm3kB2TQ24/MplUM2a0wyUmL+BAkkKcCuI0A3YqGCaZHElxMU8UUa/2+d43r/DeN3a4cY9hbtKj26vT6dVIUo0UlpVuzLNH4NQCrIZQr8Y8d3zAXbc8NXdg3+ZfnN78OnNhofO7G+f+6hsn/koB3umsMhzG9IfeDx49+PAvH3/5G9PnTvX4d3/YwqiQ97y+TVUPOTXf5bGjEyx3KkgJDWUxgaCr6pzp+Jx7vMbjL/T45LVd3v36AW+5fchUyycKA8LEI4o94kQTZ0BPUkWSZgWbdARwYzPmNiNPmRA2Cyqdj0Nrg++lBH5MNYhoVAekDPjaM5I/vK/FvuMTiDhg56RlU8sy01LMTvlsnJFsno3ZvrHD6cUuv/n5OklYZetWQauhadahWYsRXkRnUKfVsAghsBbiRDIVKBKT0I19uv2U1Y7i7GKVKy9p8OPfscYH/ijg5GIdreJsYWiSpMIwkmycDrjx0g7XXNLjpZNn+dg3qtzzdItz7Sr1QNHwoe5ZfG3xlAvUlcwkWel+GcAat+hSI0gtJKlw+fNUEKWuSDRIBYMUBoklSTIpUhnw1jes8Z43dLnr6oSJqiaKa6ysVQijgCjRGGBmcsDNVy1xtqeYmBVUvYj3vC5G2AbDfsKn/vShuetu0r/82jtvSU6fOftfWs06zYm/ug7+v1KAR2GfaqX2zkMHHvq1fc99tSlMwrbZgKPnFPNrFT7w+00GcUJqJL7UTPhOIlS0RUjwpaArffqJZiGq8LnH6zywr88t9/b4h9/d5YrtHeZaimZNE8U+UeKRJCOQpznAjcRYibVOEtgioAQp8jK/QeuEwE/wVERnELPYifmPn65wfGGSZ/a3sMZnuiqYm7HMTAimm4rplseGacnG6YQts32mW6t85VnD0y+3uGarYLIhadQkzZqhXo0QXkgQaLRyv99alyUahJrBMCYxgu7A0O1ZVjoeF5ab3La3x6uuXOOP761QXVFoGTtAWk2S+kSx6/GcaVW4aXePmy7t8eRrznFyUfJ797RYWKtxZjnAV5K6J/BzGSZd4FkQeS5VcEyeWJfui40gTGGYQGQspAkkMVKFbJ4ccM0Odz9uviKlWdUkSZ121yeMfeJYE8YeSaqwRmKlYedGwU/f3cMYwTCsEEZNLiw3ubBc4cy5Die/cu90UJG/9qqbblrt9gef/avE5F8ZwOPuAXR9s3r4vg9f+tKBI81Bd0ClUmNqwrI9MTQCw3JX0gt9EuMM+0o65KUKvNTiS0FFCQZa0NcBg9RjOapyz9MTPPLygHoQ8nfe1mbrdMLOzQNuu6qLFq5FTAgnV1xV0nmlrS0xNxYhLUq4nLklAZnw0nHJUwc0X3iiwUunGkRJjYZWzFYtU3XLZM26PHhTMzWhmW4JNk4lbJ4dsGl2lQf2hXzwC3Nsamlmm9CsK5p1QaOWUA1CHjmkGEYar+5AZa0gSiQVrbh+z4DHX2w549MgZa3jsbQWML80yY+/fZ4zS8s8/twsngREjAGSRBPFHmEk6Q00k40KrWadV+3p85pr+rzvdYscOG344hMVnjhQ5dCxOonQhKGiHyuUkAgh1gWeWU3AGhJjscbgiZQJP6JCzKtu6LFr05CtMzHvf0tI1ZfUqx5RVKPd9YlijyRRGeGojHAkxrg85TDSKNkgSSS9ocdKO2BhzWN5zeXow+4qDz10f/PoiQuX/vgPvVc98OiR9DW3X/rXB+BPPPMyD+3f5m+oPfzDxib/z9JSjyStMVEXtBqS1PhoFRP4Kf2hJUyMy24UGlCQZCAPUkslFdR0xiKpxyD16KcVut2UX/7jSWwSs2F2yJXbh0xPJLz79QO2z0XEscj0toQSc5PpTykNQgo+dX+VF47WEVpz8lyNs/M1KlXFRCBo1S3NiqFZgUZVMFFTNBuKyYZmugUzrYQN00O2zHVI7RqfeqjJoFfnsq3O1tuoSRpVQ6OS4HkRX3m8QtiXeHOuWzSXKPWq4q23DHjwWUMvlPQGKZ2+Zq2rubBc44pdDd59V4dnXqpxcqWBkgaIM73sEaeKMHaFmd5Q0+75NKo16tWQK7YOuXXvkNMLbU6cX0N7Kc8f03zyGzWEUg7cQo7fRGsAA9YSRyk7NiS85/UDZpope3dYNkxDmniEUYMk8VjteCSxIk5HO2icOJLJ5aJJBal19yRNBWGk6A4Va13FSluw2k0x1jAz4dNeWWZmdvD/PPbEo/1X37b7w/NnXog2bL32rwfAZXKYae/8nvNn9/96uPpZeffrZjl6Zop2T1HxNVIol2dWMYGXMoxc2inJCjAmMwa5IEfgp5aKsS7IMZYoFYRGEqaSyHjEBhZ7Tb7xgsGS8qdPuJENWJNdeRUvS5EJgRAKISRSKZJYI43G05JGALtmLXXPUAsMtQBqgaBelTSqTg5NNCSTTZieSJidDNk82yVllf/4JxUefnGO3dMwWcvYuyZpVBNq1Yh6bUC1WiNQEiUzDY5b1HHsMRwIBmFKN1T0hs7T0e4qVus+Z+YnuPPKkJ/6nnl+5ZOaU2sBQhisjTGpJU48olgyDD16A0VjoKlXfGrVCrWgRiWIaVQjbrwswvdibr4s4f1v6KNVkhWBDELYcVGeSTpjJEJIAk8BPsNQs7yqnW8nzWOeTBYm0gX5qSLJjGvuElmu3b12skrS6UvWsp7ZlU5Mt284dk5w4FzK9sNfkbVa8uvd7uCh/qC/768Cm//NAP9/P/Rpntg3WR30Xr6713taBIFAqFUu2RLS7k4wv1JDST9jDM8FeMrgxbmlM8/H5q/zZ0Fi7CiyN04fuksQGUliJanRxCYgzdJe5UdRpRSghXCVSgWVqqWiLRWVEngQaKj4lmogqPqSWlVSq2gH8Lqg1TBMNROmWyFzUz02zy3zwS8Y/uCeDWxrKWYahmZd0agp6jWoVd2cwvPLhqPnAyr+SI7ZLKAbRppdGw0bZ4Z0hj6Doc1YXLLW1TSqFRq1Fu9/wwLHzl/gQ5/dgpYaiyE1KYmxxIkmjBSDyJmi+hVJbaipBh7VIKXddTGG76WupuClaOkaJaR05XyRXc66IgCRgVzQNpnL0ri4Js1kR2JG8U6SgTgtQO2yWfnPceZPDyNJf+ja5FbbCctrCQtrhnNrsBIm7Nje4artHU4ef1TsmInvfs11lx/d/8zHB1fc+N/mWflvBvjOTbGfxkf/yanOuX9yzyMVeXp5JxONHm+/tcP73niBK1oTaD1NFFcII0mSaiBxfmtlsi/INfamefHBuJxs/rO77KjMnjnlXC5XFIFSWXMDWSUvL/kbtCTztICnBJ62Lm+sBZVAUvEl1UBRrSgaVUmjZpmop7QaCVPNkJnJPts3LPPEoZA/vn8zk5WADQ1DsyYcuKuSesVQryQ0aiFPHITnD9S4dNZmundUNh+Eipv3Wi7bPuDJfS36oWUwTOkNdAZyj1qlSrXS4ntfvcLzhxZ4fP9GsApjUkcEiSWJbeEnGYSa2tBSrSgqviHwPQI/Jcgqwp52FmOlTNYR5azBCItgpOdGwbmzEJs8I2Xy9GspFZtlrRIjCoC7nyksAVHirBX9oaA/TGn3Us4uGw6ct+jqgB94+wrfdkvMRDDByfNKPrd/4f/uRZP+9FTjF4DoWwbw0/MdGUeDn3/sGx/+xzVxyr9x1wQ+cHyhxUe/XOXwhTbfeVuP2aaPpwOUBE8LjK8QIkVJWWJu10BrSq/TvOJm88qbxWSVuLxYYa2lVHkf23HzUnVe0HEySTiAF6YtV/0LfEUlUFQDQa0qaFQtzVrKRD2h1QiZnhiweXaVxw8O+PmPbODUmRaXzBhaNWhWFfWqol6BeiWlWonxvSHtoUVJhacsUo7eWWoc68WJT7Ma008M/cxn3R+mdPuSdlVR6wZUggY7N8b8qx9u8y8+Knls/wYsCmMNaWpI0oQoMUSxYhgpBoGkGioqviTwrZt2qw2e5/L9WlkHcOUArjKZIoQdb9DNSvs2IxGbeVkKTW1Gz46cZPYsRgBPRMHiYeSqoPluHYuYW65p847b+rzuWkkYznDiXIsXj/g8dfCCL3TzZ97y1u/zrF35Z0JM/aXL+X9pgH/+nkf44pe/KJJ4+M61C0cr3Y5Pklo2TAp8ZVjqeTy/b5pTpyMu3epx+Sb3oaVwIAPlOnNSi84ZOtPjeRnZFDlasMa6LvLMAlq+WAfwTHZngSVZxkaglEuX6awVzdOSwHcDgCqBG8lQDSz1iqFRS2nWYiYaEVPNAZtn13j8QJ9/8eEZDp6aYseUy7A0qpJ6TTr2rlpqlZRaJSZOI37/3gZSKTxpUWKUJjQ216YeP/DmVb76dEQ3CuhnAO8NFN2eoh1oKn5A4DXZuy3hX//IMv/8w4JH923AWElqXFk9TpzRLIwMYcXZXYNAUPEEge8qm762RcVWK4NULjcuhXWNEjnARyVPICMRXC3BZVuyQN4wKqZZXEBpxMjnkj2nKVll1N1PrSQbpz3uumnAnu2CmWaLswtVltcCVto+Skmu2Bkwv3i88vwz3/jp3Xu/Tcwvdv7phtm/XBHoLw1wY1I2zm36tfvv/9TlUV8xDD18TzBRV3ha0KwZNrUEcVrBDCWrXUvFd0zmaYkUllQ6q6xjbkuqRgxtzKj9ygFdOB9FDur8i1/3vnKA5x6MvJKXs7fWue9E4nnS+Td8QSVwM09qQUq96sDdrEe0mgNmW22eONDn5393ipdOzrB1UjBdL0mTiqZecf6VaiWhGkR4XsjZ5Uk85VrsXFpuFGSmqSRJFJsmLUkS04krDELLMDQMhindoaTaV1R8D9+r4OkJLt+a8K//7iI/9zvw+MtzpEY6gKeWOEkzJjeEgaESSYa+KiSY54GnnURzPhWLlmQyBUT2/AoYd3KFrCiEKIpDJisO5ZmwNC0VjUqSM39trUUrQbWm8dUEq2t1FpcFw1DSD51GB8HcpEdvAC/ve6y6a8euV/23zCj/SwF8/uSfMLdtWPvgbz59tY2UV/E1rYbrJEmNpR47r3CaGBACXztvhJQikwyZg8+KEWvrHMxlGWILoNtcjuSvv8l7k2JkopLS/a4c3ErKrFEilydQ8SDwDdWKpRo4/VyrxjRrEa36gJnJNk8fHvLPf3uSF0/OsrmlmK0bJqqCRkVSqyhqVUG14haHK/VHPL5f0Bv6VBTZInMaPG9CSI0gTjT1iuK2q7o88VKTfuxkyiBM6Q8U3UAR+Arf8zP93OKKbYZf+rEFfva34NH9c8RGEhuTNUuPejBDXxL4xrG3N/LRa5VfZDJlJONkVuV9JZDnRSGbAzwDfFpkXhjfeUvxU05S4BZSnAjOL2k3s1G4howodm7FNDUIAYGnWVxM+cjvf82f3vna2q/97mf7/+DvvvO/P8C/9NApHj61rbX5zEd+86pd51+9eSJitRcQRs6UE8YuYo5iRZw6QErh5EHRM0jpS1GiaPYdY+0SoE0B7FFTMJn2Lm6GcIYiITNwZyYjVQAcVOYY9DT4Hq4TyM8MVkFKNZMXjWrIRGPAZKPDc0dC/vlvT/L8iTk2tjSzNcNEFeoVQb2qqFUVtYK9UypBQqM25IHnfdbaFSYnR2XyHDB5XjhOFXPTijdc1+OBp4zroolMCeSSiiepeBpP+2hdRUrDFdssv/hjC/zsb1kePThHbDRx5gB0tlfH5EEsC3ehryU6IxotBUrn3w3F+8sXYS5VRO5KY1QQWn+Z0rMx5dpGvvPazMVZeNxIEtdQIYVLGCSJJU7yhgpn+ApjWOoYqo21V79r27Hf+Xs//J6f+MkfPrQmxJ7/vgBXyTkmvaWf/cI3Tr03jU7xuussV8w16A1qrHW9rI/PdazHibuRZh3djn05prTVZcWZnL3HAsn1zJ0hPd++Cu0tcwfdSHfnjkGtcP4MbfE811hc8Q0VP6VaSahVYuqVkEZtyNREm2cOhfyT35rhuWMbmGt5zNVSJmo2A3fG3hVJNXDsXwkSakFEYkK6UYBQEi9n8EKDi2wbzwxisUfdHzq7QFRhMgf5MKXvq+xIFImndRaou8zH1TstH/iJef7P/2x49MAGYqMJU0GUmozFBZXYEHgW33O9qzqLO7TKe1xl9v1kXfn5c8mYVSzMcqyzDtwFCZWIKQd3/mfGlv4j2cNkzdFx4popBpFlEFpW+4J2aGi2Bly1dZGpoPbeMydeOBon0c/91+L1vwrgp0+fodbYsuPoC796zay/wp8+uYnPPtrh/W9c5e47e7QaTVbbFboDN3ckjHL7qshAO9KguQnKlICejn1hosQUo6qkLe+ZOWuXg8p8u806dFQWTGmddQZlJqTcPVjx0kw3x1QrIZPNPhP1Lo/vT/inH5zh2WMbmJ3QzFZTJiqWRgbuasWlE3NwV4OUip/QrEfsP2G5/5k6vpR4ymRB3EhH5oFznCoSo3ntjTGXXtLj6KkqszUYZi1hwzClP8xYWCu09rJ5MC53fdUO+KW/t8TP/ZbhoZdmGcZVVwxLLLXMwx14OJDrfPcyRW+rVGmxwykpSgAXJZBzkV4ZgdyOA7y00xYAL+3AxuVyC5ZPrauFhJFlELnxeIs9wWpkeNdrF/n+N0QsLW7gG090ee7oU9f8/M/8xI75CxdObti48a8e4N94+jzHV1s7u4cf+w9Lp5bf6etFtk61OHhmgg98HIRc4PteH1KrtFhaq1IZ+AyGmmEsi3RR2b5arHQrSmm/UQBT3hIvYhDHLRmDrwO3sEiVpwVtlm/PWFtbfG3wPEPgGQI/oeInVIKIWiVkaqLParfPg/vgl/5wIy8cmWEmA3eramlUBfWKKHLlLvNiHHv7DuDVICRKU4aDChXlFpkUYszJZ4vytSRJtNPyOnQ3OhYlgBt8P8X3NJ4n0UqhpFcAHAHX7hL80k+s8st/lPDogWnOtZsM65JWamkklko2cSDwbJb7ZzQdLGPvXKrkAC/eb/amyzgvFGJ2U2xxr0pgX8fk5UWQS9C8ih1mcUc3FFzoKlajiO9/yzw/8z1dwuFG9h8KWFhZYdPmlXceOvhQumfvnp+29sgJIf5iXpW/MMAn1AkqXvXW80v77376ubOcvFBncdUwU5d0V5t84GMWWOAH37yEUm7aq1Y+OlSZHhcjG6vJgSyybaz0uiRFygDPv+KyKsxvghv3kLO3zeSJLQ0HcrZYT5tszERagDvwM3BP9VhcHfCLv1/js4/NstSbZHZCMlvJwF1xuruWBZbVQFILbMbgTntXggiIuO85n9XYZzpgzI+NGN+h0tQ1PzQDzetv6PP4wYhuHDBRNPYa/NB51X3tAO7G1nkI6Qo0WLh8m+RX/mGHLz4+4Bd+dwNnliYZtDQtX9BIDLUEgtiNXvaVG2jk5YGmFEUQnD+XA/XywhRipKPLimNMQhbExTh7r/eeZy1yg8jNmjzfkaxFQ/7O287zM+/uI+0kq52AXVtiajWfl4+e4slnDt89SBq/PxwOTvyVMnin16dRq172wGMP/KP7n3ia+dWU86seaQw137BtQnKm3eLff1Ih5Hm+//VrGJMzrOckQiJJsuAqZ/CCyY1wnSZ5Gmo9a5dlSfZF58ySl5vzLIDKAa4sWjpga+XA7ekU30vxvYSKHxP4MY3qAK37PPB8yu98qckXHp4jMk3mmoKZipMlLgWY58lVdomMucvsHaN1yCMvt+hHmk21/P2sZ/As7jCSOFFUPMWrrhiQGAfwQSwY5tmQyI1c83Se4lQZEF310YFNMNMSvPd1PRrBOX73SwMefHmaC3GVfkXSTCx1bR3IdRaHKJvFJTYDef4dipF3XIJkxOLrs3WFVMlHVOSfbV3WqxyA5laMJHEnXfQiwUJP0UlCfuit5/nfvmuItNPMrzYYhprAE2ycjhmEXforDyLSnf/oVTe9/tko6h/2/dp/O8BPnDzLIw99nanJic37Xjzymude6pNaj4oW1LK5irXAUvMtp1cb/IdPbqBZWeBddwwYhl5hmVRKFQYcY0QhTQqtTQ70MrBLqYdy+krYddIkr8o5x6CSFJOvcub2lPNiBF6M78dUvIhabYjv9/nDezT/9r/McXRxCi+osLEhmApSmoGlHkA967CvBq7aWckKQs6/kmY7gZMnS52UXuTjK4UvbRFgUvooub0gNyNFiUfVG7KxNWCt32AQi2zcmosVPC/N0nwqS3cqB/CxwNU5H995V4+br1zkl35vyB98ZZaVpE4/8Kh7kqZ2HpxAg68omiF0XvTJdr4inVuqcJZJZVyslIHORTuwKcuWworhOoaGsWAQS5YHlrtfu8RPf1eETWc5sdCg2/cZhu4Akkog2L2lQqcbcvbksdd0Ov7m4WDt8PyFs2zYuOW/lcFTrrvhrp2L5w98sGoOc+fVE6x2BGnqEptJ6jqpm1VL1bccX65ydjnIQOc8EH4+30RKUjUCuC20eJZfLSSJWCdNcnDbEZtk1TdZBri0KGmQY8ydZiBP8LWTJIEfEngDTswnfOiLdT7z0DTH5idp1jymKjAZpDQCm5Xec3DLDNyyKApVMu0d+G7hNOshn35Ec/hklUo2gatoF2OE8mKMg83MSYnm8h3w7Td3+Z0vT9OraZqxZRhbgiiLG5RBa+myH4oSyL0SpbpdYfuM5J9+f59rdp3ht74wxbELE6wkVfqepq4EtQzovrRu4WRZpmL3y7/XPH2I0+ejSqe9OE+eE1NunViXZckTCIXfKBVunEcWjG6aApNMcuL8FCttn36oCCPXX2utjzE1FlYSVnqHeN/3XvXB22+/622ra+0/V6r8mQAPoxDf8zl94qmtUfeF3ZsmF2hdVeP8ske7q93EozgfLWCZmrDccmXCG6/1Wes6c44UWWlYWIy0pCZPBeaNwKLIi+csMGKFnLbtmA7Mge2eM9NQBm6XNcnZO8XTievc0QlBEOLrkG4a8euf8PndL27k7HILo6pMTSimfMuEb6hlzF0ryvcy86lk0iTLnRfg9l31MowjDp8J6EUBk0GWxcmLTnlWIq/C2pInJdY065pdWyNUMKQbNRj4gmrsMgx+Jq+8TKLoPOsh1DcJXhWzE31+/J197n7tBX73ix0+9KlplgZ1BrpCRStqWlBVliCxjs2lkypajuwNeZXzIibnFeTK+gwLIybPJYq1ojDJ5c9aWOZq8MDT00zqgOlGhf5QuA7+2A1vGoaGdi9lftWw2llh8yMv77bC3/qaO248kSYRSvt/OYAvLy1RrzdmVzr+Jz70yae9zbNd3nBdm3p1ipV2lbWeZhAKokSRpu5DTzcVUSRZ6w0LYGtlsFJgjEUV6T8zxtpOjgjsK74TW0oH2gLYY/JEZi45lTqA6xStUnwvpuJH+F5EexjxyAuSP7ynyacemmaYNvB9n2lf0PINdd9mcmsE7kogCQJJkEkTVxjKMhMZwH3PVT6Pn7c8+HSNKPYI6vaiADN/FGXuzIoaxQrP07zh5i5//LUeB8/UGVTcvJfQs/gJeLHBiwxKSZe3lgIp5Gi4Tw7wPMduJLVAs6E14P/83j5XbA/5g3saPLV/gsVBnaHy8TxNRQuqEoJ8wFKeXpXW1RMEJZCPe1bWm7PKjF7cWygF1uOXtU7vT1ctdTyOnJAsNVI3/Mm4kdbDyNDJjmTpJiGvvbHPhH7E2zRz8ye67e51g2F38S/N4Eu9ljx99vCtp47cP2FDj68/Ps2pCyv80FtXaVQtldWAYaiJEvdhlLLUKylKWowR7mg8ZVGlG1DktUu2TEoSJX+MGX9cj45j8qKkbAq7p9PdFq1SB3CVFnJE65h2L+bhfYKPfLnJPc9MsNJuIKsVGlVFy7M0fUPNc3FE1Sdjbcfc1UBS8RUVX1DxyRx6JgO3IfCc/lY65NAZONuuuMJKpm/HCycj/4zrgxSZ710SRZoNTcFl2wa8eCqhH3uE2YxvPyKb7pVmEiUv1IBc15lTBO8m92Y7f/h73jDgLbes8vVnu3z0K02e2t9kuVujLX16vsZXAl8KAonr4ZTulDolRotUicz2+woMfrF/pbzwRiRmSswO2U4hnEZfascMhu4zmixHPoxgoS1IdMwPvr3HlZtr7DsS8Pkv3T9x9zuTW3ddcumX+TOGB/2ZAO+3LwRhmP7n1bWX6q+9OeFVV1Wo1Dw2THUJwwEGSxhpksTpSSXddhoEMZ7OjfWmWPWW9WAW67a29d9aWZpYygZ9J0tMprkNSroTIPw8myFjFrsJDzyt+dLDDT774AQLnTqiUsFreDQ1THiuk6fqkckOqPoiu2RmOc10ty8IcvbOAa4TfD+h4kdYG3PfMwEnz1eZmRJ40ox8N6/AdnbMbqoYhB47NgjecEOfzzwW0Ys9BrGg4ln8xLF4GNvSLqWKfDVCjskUd8lRo4Jx+fZqEPKe1w14083L/OlDXb74cI0HXmiw0K4xED4DX6M9hRYCTwo8KfGEzaSWRSFK0nA8ffgKZD6WBculSnmXlliMBJEK+hEY3DBPV8J38d0whvZAsJp63PPUNE8oTS8M2bH5QN2Td/znQXvxCmDwXw3w5bYljoff9+TjT7YOHEtph4bvff159mx16R8phkhpiGJNkmbjh7NxDC6wc4ArTPXlL8COgi33gUtpkuwrKm+DogRsIUyWDjSIDOBap/g6plKJGYYpB8/CiXOKj907wZefarKwWgevgm561JSk4Vka2lD1LFUPKp4Dd8VzMwmdzVSWLpH9vc1AbgqQ+55rTzt6zvDi8QA8L9vmbalEL8ZQUA7C0qK1y41zvnpXyJVbexw4W2NQEdQSQRBbQkWW2jMZe+fZlDwFOdIqRZ49S0Uao7LpAx7DyKNaDfmht4a847Y1vvp0j49/rcaJcxUOnK0RrQUkgWaoNVJJV87HHf6lGDF5IV0YBf8XMfk6LV7epfPgVUuKTq0wEehS51NsJINE0M0maN3/guHqbW2+57WWdjvg6edfplb7s49I+aYAT6O2SJP4pw4fPdSam9A89WTAl568wJ3XtjG2Qjj06Q0iosRzrUx2VFnMWVVKU+oYuZipbfGP8a9GiNGzyLtNctYWxo1+kClB4CapJmnKhWW49xuao2eq3P9ElbOrVY6eq0MQoGqailbUtaWujcsieG5wfsVz49ociPNLZpfKAE6muTNweymB59jbLayI44uw/0QNT46nBwuJwsgPPvLhZJkUk/c0ely5Y8Blc332HUvoJx6NWBBq8BNX9VMlgEspEFKOMTmUdK4pyaC8bzJVxKlH6Pk0qxE/8OaQu67pcHa1w31P+hw7HfDVZ2qcW66QDjyM1MS+QkjpdoqsK1+SVTyhkC05IY3RmR3ph3IK2AFcFFN9vcSixWiWYmIhNBClMBwa0igB+nzbHYtcvm0jX33U5+SJ/TPf8c4f/Ufnzp3/wObNm14xfPumAH/40c+BTdjcOE5lyrB7R5eHXor54BcUV+0MmZsI2b1NQOpGqqVGlYLFEusWqb18ZY7vZ3Ydcxf/7hhzl6SISvGClDi1HDstePGY4t4nauw77vPy8SqdMCCMAvB8VNMjUIKagpo2VEt54EDnPo3cNut84UEmS3xf4fsyWwB2pL291FUWPafzK36MNRHzK5LQBmgt8WV2s+RIf5e38VHqbLzfMUo8BJrZqQiphvRij74WLtMRjwxjWpmxCqTMk9QA+bAjBNbIEZOXBiN5qSrGT/RDn42TEds3xNx4ScggGvB3jrfZd8Ln3scrvHi8wrFTFeJEQaCwUoGQpLJUDSro+xV822XYFei3xWoQuezJE6lFgSgliVK0jbl0R4/NrSFX7Rzga8uvfdaSRHB2daW+ect97/W0+sB/FYO/9Nw9nF/sqE/f85yYq4aEqaSdaL70xAaWFqHlh2zbPOSaPSFvujHiNdcPsNYdj92olwJH64zv1pbLu/KVDy+0DtBk80s8bUEY5x+OLP2hY/QTZyR/dE9AP1Y893KFI6cDlno+YeqD9kF5qKbCl4KqgpqyVBRunJnKjEfKsbbvCVf0KIPbk/iZLAl8CHyyrIkrmXva4HtJVhGNqVYiFlZT7n20QbsbMDkh0FkuPjd9veJ9Lzkp86pmGCpmphVvuW3IV58acKpdZ+BJJ1O0YzkvznPWWY5dpi5dSHnWiSx+h7G69Dsc0P1UkWpF4mVjH2LPpVK9mLofc9fVCa+6IuRdrxly6LTk+f0eg0jxB/fWOH7BAyHpDzRppHL7JlbnAF+XMio/RE7huTgXkFJ4xcFSqTnZh0l4wy0D3nTDgKsui9m52dD0FWcWAtK0T3cosYkksEdEws3qU3/6teS7v/ONfzGApwZmpxq/fsVmc+3RU9MsrsHhc4b5ZWjHsBSmHO+kPHYg5pMPhMxMDLEm4YZLQ97zhgFp4sYVz7ZSrr86dhVP8+cdyimK4TztvuD5FzTLHUm1Inliv8fnH6owjBXDWHH+go8Rmth6GOGB1ohAo6XEV4KKtFQyYAfKEijrPOA6y/nqEXP7eV9mAW6V9WiKgr19z+D7uUErLdjb92OUivjGs4rPPNZA+dql28b09zdn8DwXnhbd6Irh0OMdtw/47CMd/uC+CXpJhXqmw71ch8d5UcYW3UJCyAJg7lfJktYvAdxkYx20Y3JPKxKt0UnqgK5SlHKD9CcrCbfvTbhtb4wVIe9+XZ9h7Ma5fe6hgCf3+1QDwVJH8fw+n05fZirpzwB5psathXrFct11EXMtk2HG8u43DLl+d0KSSmYmJNMTAmMqWOt2ndlmwB17Wxw+XeXCsuCR5+S1r7qt+esK++N/IQZfXe3QajWaH/7Yp/cqf1HdeX1I1dccPjdg8fN1xFKA0oLEaOI0YGlQZ76bYk3CoTMRn38wBpNgk5SJyYRbrw1pVAym6DX75gAnyzqs9RRPvejTaSuklm4mitWOmYTGdU9okBopJZ4UDszSEkiDLx0QfAW+Gs3ocyAXo4YH7RoB8sbjMrgdw2e2Wi9n8LR0JQQ6xtqIs0s+UVghmJD4WdlbZa68sSpm3tHDqLw+ArkkNYoo9phsKLbNRPhiyCAJGCSCqnZDMHMPSV7QUrJsb5XF78p3S1f8MaUh+CYzvY2kUZKkWd1AZecfJcRJiopdLUGrFCkTts6YbMcwXLF9SGQHSG1otwVPvahZ60tUoVj+DDrLXIb1iuXWaxMmWhYbSzAKjcbaKknqkaTuIN8kO0dJS7iwYvjYfRFHTgV4XsSunYnatWlh73U3v685HPY7lcq4P+UigA96y8Rh+wMnjpx63cfvSdmzc8Drbkx4dL9Pt6PZ1EhRwgUxcSoIjWCQavqpJkwrdNIUSww6odNOOX9/plEwfzbAS9ubFQKTH7lA5jkVahTkSJmlsnJQZ2VnSXZwa543Lj3rrJNekR29RwFu19al8DNw+5rCYuoYPGNxbfCz6qjnxQRBzOklw+99tQ7ax5NiFGAW8kRcxODl7EI+JNSBzQ3WiWKP979lwJ8+MODl+Qa91KOWuENpnQvQjjpxVF4TKAd7uXUxl0KyZPDKL1N4YbRWeKlL63oZ0JUcFc2cbzx7LfIEQooWFmFTZmqGb7vTgEgzmQmI/PyMVwK4gCydmSY+aaRIU02aanqJdoNVE680WFVhjUBKy2R9yG3XtElUxJtuHHLJhgrnzy2+bur0uQ8Yk/wvfy6D33f/11FS+r32Bba1NCdPz/AbRwWBsmxvObDAqP0/Sl16Z5ilcvqpZpgqN+POpqT5tKkC4OVifGkrEwIYbbN58CKkLFrQlABPuLJyIJxb0JPuZy3JPBVZ93huJNKU5qCQncw26qofAVwWsiXwbdHS5vumNDgnwcvY29cxUkacvCBY7FQQWhNIxuRJUZ4vpdDyb6Dc1FHWx0nqZvxNN0N2bBxw4ELIINUMUwhSgZdavCTT4QlFZmlUQldjnQp5TOcm7eajOERJGhl0akiVROn8+HKVmdVSpDLZTmFGqdkM5CL/3Zh1qVxbAL1cmy7+xI4uYxSpcQs7TjRxqokijyjJjnmMcwZ3n0mrCtdfknDznpT+oMHCks+FtXOs9b/ou8PE/hyA7ztwBoSg24vYuclja3aYk2v7FyPDunFD0qMEhjEEscWPBZVshnTfSGIjs1Y0M7JVZltUmblFKaKmSEHlOVfQAjxh8UQG2kwC5K+LP8vIfmQFpWiw9ZVwYB8Dt3TPfg70PPjMwJ13/2hTSBRPO33q+zEJMV98pMr8YhVvQuGXPRzlDMp6Litp8GKwTqnoMwzdBNu339HjkReGdJIKfa2pJoYoK6crOTJE5YYzIQyjzqE80BSMlclNNlPFQqrc79RGkCiBTmV2ip3z8iQZ0EfFNFMU2PIUcLk2MQbwddmz0UcvDxaSpFZiUkWcKuLYzX4fRpowcs9RpIoDDso26yiRDENBFBt8L2TYPfWKAmEM4L/4W18gttU7d1bvv/nWy/osrARcWNZ0+pbh0BAlpjhB17kInePNC51RR5D7Q8BLITIQWUGSjTLOO3XyhyzdfCFA5c/CoqFItamsZJxPpM01rsqBLd158vkohDKwizkoymV59CsBPA84c92tc1liM7097iX3vRjfi7jQNjxzpAraR2fyRJcMSsXnW4dwd5NLrjtDkQ/Pc+Jx7HHDpSHTrQHt1Rr9RFFT4CXus6jUuisuAxwH8uIXyXVOTZH1SDojnFGG1Ag8I0iVJFWGVAmSDORl81puh5A5yHNQlyZkCRyrF5bmoqYx4m+K95JNAM58M0nG2MPIYxB69Iea/kC7U9+y06jz0zvCGAZDS6dvWFhOWewa7noVN//c/37dnT/wnj96WLXe98oA19YSqPjbHt2XXr9343mu2N6i1WgxvzJyD+YHE7leOsMgTLO5e9lotczkLjKABtaS2HGfd75d5ytcMqpsjcBhCwZfb+HUuTci84DnVk/XXJx3qjhZoorulRGw8+Zbx96Z5tYUejtPCTrGHoHbK9yJMYKYLzwU8Mi+BjLQ+FK4+duFg3DURjdy/K2vZma++ILFXaCZGsVg6HHbVQO+/a4uH/pCgygN6KWSSmoJE7Kdq+z6M5mcM+sW1DdjcjBaupk0RhTgTpVEKeMYXcpstIQpWZHLHiA7AvkrMPhIKa2rdlig+Oy5lcBJlDDW9IeaTs+j3Vf0h+5YwyjOseda+Tr9lIW1hE4UsWPzKrdeWb0+XNLfFsX24Vdk8NXlM9Rq9bc8/NB933/u8ICvPDbN5pkVdm5UQIPA0+6XxTI7C8dZOXsDiRAJUZKiIovKOkI86wBprMArTXst32aRATwHgCyBwoE+A3lptEHO3O4IkvxnMganaMMaY/GsG8ZT4+B24xTWMXfWs+ln7W2ezhsOktIVExHz8fuapDZAFdXLcoA56mvMMxtjGpx17XomGzec5sGmRuDxntf3+f0vhqyZmEFaYZAKvISCxaW0yEQUpjOXLlyvRWUpNSlKIBek2o11cOA2pNqijJMrqbKo1DkYXfVYFtbkUYqy7O4c2ZiLppRyF1aZy4tAWxZ1gDwuCCNFu6dYakt6g+y4lEw9RLFhGBnaXcPpZcPWrRHvvK3Kiy+ldBO+/9V3veX+4yfPfXXXjs3jAI/jIcNQXmrN0u6qt8xcq0XNH+DrlGYtAaASuEOfcrN6nAgGoftPLKymbua324RcKdmum/iaM1leyCqAXAL6OntmocXXac4c9OXZHkqJkRbPHHdjw24yYGslRpmUIh3oOu5dY7LNmHsUYOoSewdexDNHJIfPVbDKQ0mJLw16vU+jJMDXZ1Hyq+hsMqKUr5ZZ0OWxe3PMlZf0eOxQlVj5DBJBRbpZ6joRmXzLunCSTIcjnVy4SPuKdcHtiM1H2RXnd3HgztrZlC2BO/cC2cwmkDM5xe4hyuAW+cQsW3wJo6p2LllcxkdK971LaVlpC84vpAxCV7UuDshKXCtfb+AGCA0HASttwan5FSY2d3anJrw0NdFXL2LwcLiMpMfyqmFxtcaebYJAtxiEKZ5naNYSqmlu3hkZaJS0eEHM554W+EIWXoLcA61KcqTwdZdW9NhWzvi2rsRI0+dpt5FkEa57XozA7YJMUXSL6wLccgzg5eE/rtueAthFtbJgbneEoZ8HlzrGEvPJ+2osL1cRgXZ59/IiXO9BKeuycjuXGWfVsdy0UcSxZmZK8j1v6PLMkSZhWqGvfKqp0+K5nVVJMnDne4XJcuK5MTeTKuv0uDG2tMDKk3wlyuQ7ki1eO4DL7HOaom0u7/IX2f0fSZWyf3zcGTou2NwPWqV4tZSJRocvPjbBqbM+SppxP3me4Eih5lnSgebQScFcE7QZcvrcInE4vFiitM/9F9oo9m5aYfJNPU4vaIKgSmoCtHL535F2tsVqm2wMEbrN/Noc9WqDCc8Z52UJnJRALUqgvvjP7BhrFyw+Nl5sxNiyzOBKlFg8lysSpccB7utsAJCXHx2YVTi1xStK8SZ7nY5dWrnOnZdPwifuaRBKHyVVVr0cX4jrK5jrM8JlS+m4Ds+0eKpIUk2Qar7nzUM+8uU+LxyrEiuPvpT4qcmyRwKZ2tL3ZF17mSinZE32u8bPLSozeWpAFylEi07zsRJuQGoxrLOYyyKKBZ2s0+MjH9F6X1EJ3GO7tlswnjIEQUSrucSBRcnhU9PM1EU2nbckd8h3cUGYxpxe7nH8JYl56jnm7jtBOqr9O4APu6cJ6ltrv/obv7Hr6NF9DENDFPvcfnWF3VstjZo7B12XOmZ8L6XiRyjd4+yqJEWT2FF2O5cRZanBGLgv1t7fXKKIAjjrxyHLEmPnQWY+tUnr/JDXTHurdeDOy/de3phs3MyQokUst/4m2RWjvIjDZzXdyAelM3li19ljL17MY1mUkh6263PhWVZhVPjR1D3B3i1DXjgckZqAgfGppM6zrTMNroTbvl1hKWdLQx5kjphcjCqcmR9GF4NN3Z8pA6l0gFfZ6RTSjCYE5NO10ry7v0gAjILLUeA5DuQRBkZ/7wpIAjIbNFayc3qNZ/dVWA6r1LQk8NwuqbPqdFVbGoHlkq0et19X5dbQ3a9t2zbseud3/YPa4X/xk/09l2xxAO93z2OStTffecPMz/aXfHrDjdk5jwlVv8f0xIB6JcTzIrRyabLuMOXlE/DFxwI++vU5jAwI8i4QmZWTS+xbNsm/EgDWZx2KMrcYsbWTLeWhmjnIGXmkVQnUxeusyKPIcuEO3A7Ao6FAXlmelNlbZX2dfsRK1/D//kmD5UEFEXhOnkg7tquMBuf82f6bsWkCZtRTaYwsSvdJomnWND/5XV2+/kyT5dAnkpqBlPhZD+Vo5EPG4Jmvh0wX5zZai8nAbbDIdZkVkTG4LYL0HOxKiozBnSRKiyxKBup1vZuyzN7rdmYH9tKoD5l1AwiQWYo0TSv83Pu7XLbjFJ97pMX+43XmOz5Sa3ylqCpJMwAhUzo9xUuHJmjUoNM36ObGn33o8f0PD4eDPy0YfHnhabT2kekxbrl6nmatSuBZ6tWIZr3PIBwSmZDjZy1PHlBUAstLJ6t86fEmR05OoCsBk1VBXZuR7yObTfKKmlS+ArgZB0b58NKyNMk7ZApgS4FUo/FjqgRqLSU6kyS6AHiuuU0RVHraFOD2dO6/GGdvT8X4fsTH7vN46WgVpIeUMlvU46nN4oz47EN+Uzdhic2LkypKMiUxruUsSTyu3t3nnXd1+MiXKxgdMJA+gRRF0UdJQVwK6NYzuSgzeanRu+yJMcpN/NXSsbkyFLMdHasLRmMlRrNoRkGm6+MUctQvW5Yp7jvJ5ZTbFWRGDo7ZFaHwEKLKRA3+1+/u8x2vWuDLT6yw74SPX1E8vb/KmcUqA3wOX/A5v2ZonooIfIulT1ccojtMGIbhSKIcOOlTqwY8+aLmwNGQO68b0KwasClCJnzlCZ/llQonljyeOFBFKA3Cc2ddtgQNbalp40YR6BG4x0rWMtssRQ7k8f6+sZxxEViKEZsXDPnnAVyOAF4UenKAWzcnO5MinhplS7zScKCR5nbs7Wk3tWq1bfjcNxostQOoZNkTUQrGvolEIfeIrBPgr5i2y1OGRmJSWZSwJ5uK73hdn88+MmS5FxApzSCVWXpSZNkbMYp9ClfySIdbO+r6MQWbjxqAdZ5ZUdlrmf0s3VGP+fdeBrmQYpQXz3fdXIfLrMZR6PISm5d2ASPzRTaqC7izRAO2zoT8+HdESBGidcpTB/ucXRKcX9Hc83iTVCiwgoma4bpLIi67xDIxWSFNMw3+/ItHmJud2vn1+5/4qa892Of4hVmeOmBJbUqcOlP++SVNEmmklkw3XYHBz4xNgTKZCSgzOqlRCq8cGIoSq7nUoFgnT8QrS5S8cDIG7PHZ3+UOFzfcnXFw5ycb5MytSsx9EYPn4yZGIye0cpXL4ycEh05WMAQIqYvm3JF7sLxbiVJWI0f6uBdlxOSiJE9Ekcko2s1SDVZz+Y6I3ZuGLB+oYlPfsXjqZIouZXFGrFk2emWCO7fRgvvZilLwmYPNAbsc2yhDBkYy7Z3flxEZFeA2Asko2BXpqJdTZAwvjSjVOQQqFdmCltkoDcUwMvSHQbGjKpmyd2vKNbvcSX2vvSbEZNPBjPEIVIMw7TC3tfFTW3a+9rml+SMn9GSzT9VXGzdM998yWbnA3k0NekPoDi3D7DjnHZOlrS7PS2erT5f0p16X3VjPyuOyZNSMe9GflXoZR5kJwSjYHAHaMTjZKOByHrx8ZUdaqzK4SyDPzqv3Mmtozt4q+1nrGKVivvhYg8NLVfBH8sQrpS4vllyvkD5ZJ1PMRQFnXtEc1+JRpLlkJuLtt/V58uUaGGcnHUiJl2bV3XRcKo12yTz0z9OGMuuaEaNgM38ts9cy21VkfrnvPs12DCkyVjf5DmsLYiqkSvb7Cwysy7AUska6AmGsQCXGkZTUKO0yRSND2aimkp/ekaaKJFJ0Bx69oceF5TZX1cK36In+xuEwOqGldMFGNdBcsqVCaiv0BgntXkpvYBhG1jF5Who+v04/56swDwgvBra46OaPMXceZKwL0HJAi1cAdsHmSpSacEvgzmTS6NgOLga2Hg0IKka8aZOBPHHyRMVUaxGPHVT86TfqDIY+1DRaCjwxLk3Wv39Kn/UVAc46/b0uZVjOi8eJZqKheddrh3z5kT5PHPSxdY9BGuALioWmit9fzlzk4B6BvFw8d8FntsCUY/NUOj1uSqydB/VG5hpalE6GEKVAN4+zRBFMimLXHp04V95lRkGrLA7HKgew670saSqIE3d8YnegWO0K+gNY62p2XuEsryYVaEVCmibMtCJuv67PINScXQg4u6BodxMGYZpN3c/OWcl3O3jFLEgB5lIwWV4QvMLfj63y0utCiojS8SeqdHqDEtkuMgL3COS5bdai9WiEss4OYdJqHOhewdbZRADlAkzfj4ijlC8/WuPlUzXwPIRUGaiyuSGl4FLIdQu5/PlLyB7Nh8kms5YqmblHI9fiebowijRXbE946x09nj9RJUx8UukxMAo/Zd17EYxbVsdBbte9F1S+2AxGidGAJimwCleVzvR4saNKskAxuzdmtGsUY9+EQJhRShgxMuWNx2CleZOMM/w4IYjMqi2zowndwbLnFhPOLUdcWAu5/MaY3VFMZxCjf/oXPoeUit6wx2CgePONa2yemKLbr4AQeJ4gitxBR/kARfeLytUokS+ui6pT+ZMo/X3+4UY/l6WJKMA9YvHRCQQjaVJKFRaMnQN8NDm1kCgZczvGtgVT6+J59NrLgkt3/HjEvpOCrz5Soz/woe4hRe4cLMUbr1TFLN3E8heSe1EcusT4bO31BZ+SASuKPRqNiLfeHvLZB4Y8fywA7TM0Ej/T4sqASktpWQEiJcteCDcksNz7rkaZHK0YSRfp2DzfVfIg31gHdmlKUtSUGDhnZ1POoqw7GkWM42EMLOt2vPxlMVvF5Ocb5WdvQruXstRJ2LG1y/veHrJzy9eRa4/TTFL0bH0Ji2CuZtA0WVpUiERTrTiTvJKaSLtDjlJjxgaaj4/NXW9sH3+UgZ8zPWUQFOAoA3w9gzu9Xa5m5mf/5I5C186Vvdbl+eDrwJ1dXj6FNjP4a5W4S8d4XkxiU77wcJUH91WhokG6hmavZOEds8aWr/IPryRRbPm7zO2slI51ya0RI6CHQ4/XXN3n7Xf2eelkhSTxsEIxEBovpXhPIi1lq8aW1sVMXh5ir1SWMpSOzd3PAmlEocOLfH/O6Pn9KgG9YO8yqIsd5eIvZGxHoTQ7p7TLlH0zcXZwVT80DMOUTVOK2fo0h44ZFlcSGvUV0lSgd2yWGCup6JjZiS6BrpDEAZ2+B9a1iGktSJPRQaz5gHPsNzkBrTT5n3XAH61cUUodjti6eM63vXLWRIx/wap8ZScWjIBeuvToENQc0F4J1HnmxGVM3LNSMb4X89wJySfuawA+SA8hVNFFpHKteFGaUxRyLL+h4wAr3UjKzF3S4FZgUte659JmqijfW6t5z+sH3PvokKeOukkCsVH0U5EZvjLQpRlrlxS3WHc3rLWOxctAd8SeLUKLkdl5PnlQnGtvmbG5AGFLVWdT3sHK0uOVgZ03euUnt40fXzMejLthSdlhsomza3cHKd2B4egFg9YRl26rMDlRI0kM+uWTbtvvD6DTs1y7u81rrvGRcoowcl+0VoJUj4Kh8XNXSieklU7VyheAzbbgcToXYx+6HFTm7WmilPMujh0sMiolkGetaaPDpmwG9nwA/gjcY6xdes4ba3OpolSC5yXEacL9T1R58UgVPA+kCy59MeoqGrMWSLEuuH7lLXiUpsuBLkbSoCxTSkedGJVlVFJNGHlctXvIa251LD5IHYuHwmdoQKdiFPileSCXmfTT0iJjlDi4KHUpwSqLtAJlcdVPKxBWYAVIK0ZSJZeX6xIMct39HVlJs++jzMy5xi+f1GYpHWxFQaz5cZNJ6noT2j1DJxxyxw1DrtwBQnoYmyIw6L2bBb62zC/7HO5NU/f6xImhN3D6y+lWsW4rXd9PODrs0x3BbTGpKY4luWjmILk2dRbKAtBjTL7OfyIozt4pTi/Om2/HGh5GR5cotQ7cpaH4RfZEpShdAngmUXwdc/i84KNfbhDGHtS8TJ5QtKapYju2YzdRjLapby5R7DjQyzLFmBLQ7StpcU09kPzgW/t84cE6B8+6xZcaRT9Vzi6RZsUfHL2KNAvu1u0kuVO/DHBZ7MJOElrrgkkr3c5qpXAAN2IUK1kK5h5P9Wb/zeI7GF/oxckPOX7SfFB+hiNj1ykEW+ozdYu4VpH0Y82g1yQNFQvdKp2hcyKqz33yX22Ym5L/zjMnLr/1yh69MOG5QxWGQ7+wlo63cNmiScDTrkKo9aiymINz/TUaxVsa/5tvfdmzlCKbh1fKiqy78pEJ5Rx38axHuttlUMbBXT6rZ2Smyk5/0HHRzODpiFRGfOTzNX7/qy0IAlAVlNLUlKWqbDaOgqLB2Su1xo0qqeVClGQ0GZaxAHUUS4zSjvmiFZKs8XfUC6mkRVjDto0RZ5ckT7/okwgJQmGEQghnpS0Hd2NxT3lXsWXYibFdpViI6xpWiswP66RN7u/OpEbxXGZqxtk6zU57cP0F2UnNkSGK3Osozl4n5ZZJsjEkrg1xbspj786EhfaArzyjObck2HLpDRu3X3HX1/SXH1hpnZ+P3/bgYwlWKFbXoKoFe7Y5hsrbuFTpyAxK24obPTAS/aEUiDjLkqRZIFJ8OyJXKKOUUUl7j0r06yyy65p5y5mLkf7OHH0l7a2Kkx5KB1Epu06S5E7BnL1jPB1z6Jzkj79ew81fcexddO6XKrVlQ5lkXJqU06jFDwWA1oEjP2bRihIAstx0XtXMGnRTlWnxVPO9b+jzmftr7D/jgYywQjJMPTSiKJ+7TEoGzzQv/ORQLTGqdT/brI0wf28yA6i0IK2TLVKUfhbZaR1lTS7c57hIro3UUTZC2rF2nFriOCWOXddOnDU4lE+6LjfKKJk3sziQ79zoceUuwU1X9BkMemzdvPy2pn+8pc9cMCwvCZJhBc/z2DIlmJ5QTLcE9ZqhVnGDb5QyRZWMfCvNE+55TjKbxm5NyVSfBSDl+KqcKlzvQylMVus0t+siyfV36XUO5NztlmvwEridzdcUdl+ts2H5eb5bJSiZoDJ5kqqEzz9cZ//hkfaWQrrcd9FBw0XvvVzBXB9YlVWKHXs93oA8lhMvTaTSJitly1EJP4o1V1wa8o47exz944AoVSA0qdAMhECnWVaDPNDNMyqlNCF2FALbXJcLVCEtnTSx1mZaPLuEHZX4BRjpgG/MxRJl/Wlt+aMgSWNJE1MMvB+Ejrnz2ospdpFRts2lfrO59B3B4ZM+060ZqkFKIGJagaFVHaJvuSKkvRaxue66NZLEeTnc+ZEpFX8EkmIUcvZO83xtlEgGQ40QrnQaxhevXFvKeecsPuYY/KYMPmLt/OectXOw58xdAF2VmXyku1UeROZHnEiDlqOh+UqleF7MsfOK3/h0k6H0yCdojbrmsx2k7IEWZaYureI/42FLrFQE4kVsU/KmlEr3ZX9KajRJ6hGkCf/L3T3+5P4aR89pUDEYTSw8BkKg0lJJvBxsrgN5npu3uObzYodBIK0rz1tsxtp5TtyMsbnNfo+R7t8xRcq3dO9LQB8/ic2SpIbB0NDJKuhRMloEjiBHtYZclg4jN1N8tS1RZ7Ou+yhlIZbMzmn03h1LHD6xyPODc7zqqjqeCghDD2PE6KQyZYru6tzvm38/7oa4LnAhKnT6qnRExbjuK1cw5SuwX/nID7GOtfNCyji4zUiiyHEG12P57QzMY/nu0iUdi3s6ohMZPvTZJmcXAlA6Sw3KTJ7Ysbx38bokRcbtCK/MXGNAL0uVovGg3KOZ32RZXEUzhFSkiWbLbMiPvbPLL33Upx27gMBaSWiUSxum+fuwkJbThiOQj/7p/kZlCLSWgrlVXtnMA1Bpi4yLsSVyygkt+36szYt5dpwEyHc8F6MZA2t9y/yaoB+JTK+L4m3lCkIJO5oqkElTYy39GKSXcMNlK6wM+yyebaGf2DfHyTOSzz90gQdeGvCT71pg7xafYeQO9tGluRj5lW/5MtMe55cVifVATrHaCRhGLhIm357+HMYW6zV3aUTE6Gi7EntnO8kI0CUmzww6I0mSyxFzkVRRKimetYrRQcynvhDwwU82CY3n5IlQhTwpmopL73X9TjVKfZZh/coQtyMCLaUKy6DPS/YWY0xR3SxK+MYdBV7RCT/+7h6HTvr87uedFgdFKiRD4wJOmVIw+MiAlYNtVLovpysdqEeSxdqMzUUpcBTu/yOESx/mLXD5d2RLZGWL7JgtCKBIASuFlHBqJaZnYzoG5lc0JhNYOmtFzCec5QDXyr3zfmzZs6PDT31nl6qsMxB1dBCgT8ynGGu4frfH793ro2yPX/7pRXZu9ImHkn6YtyRlY7yU4dhZyfHzEqlcOPKx+5ostStM+4KajmjWXHNv3u40OiJ6PO0n5LgkERmARvp7BCYlsyO6y0cGqnLWwZSkymjXGTH4yB04/pxkee+YlVX4k6/XWA1zcDuAe9Jpby3G5cm4pMq24xKeXyEzNqa1i22afDdknTzJ4xkxDu5MiyujMEaTpJoJP+XuN/b5zMM1lrsKZAxGEeP0eNHtI8rpwvIbfGUmd3WgUVEo96eoTKuLjMWlpAC4yBdAnhe3kE/lk9J9pnyseD7nxvcEW+ckV+6JaDYXWO2GfPq+AINEKMnx8x5Hz/puEL905WtrJWEosSFsmenxU999ntddNclv/0mdy6+M2LW5i45ii4ldZ/yebSlaxDx3PGGln9Be03zxwYBBpJBSZSkrxeMHKjxzOEAoD608otCn6Ul2TVt2bUjwlC5Wah7ClHX1WAta8XokQURxqGvJ41EEluUGg/GgMh9OMwJ3OsbaI+bOWXvE3l4t4QvfqPDEi1VMSXu7poZcnoz7TUY9h+Ol+YvchN+UxDP2LPLgI4myvhnCloNOK1F2lBdPUg9tEl51dcS339Ln977og4pASKwQhEa7eTUOpqVYyDJ6ayVNXsqD59021rrvP5dR1mZZmrJskSNpkqcFpciKRhkG8jZRYUcj+jztzh1t1gy7tmi2bahRrcBbb3Rtkp5OeO6w4qmDGqUcYSIFg0jypYcCemuC7RtCIOTA2YRhErlJCJ5BGwvLHUEcS/7FT6yx1Onzux+b5PRygxDNgWM+cZoNOhfCFTu8bIAlgqoQbJ0yTFYNrZpjMpuV8621RUk+Z+vcO7KeoUftT+PB5egE49Ix3SVwS2nR0oxeZzljp6tzcKejjIk0o9PYpMueBF7M0VOSj36hwYWu7867lm7QuxKMTmxYL60uusQY4P8MdTKmv8ujJNY3I5eDTTvWde/Oz3HP7viTDfWUH/r2Hg+/GHB0XoKIAYVBMhSydIhU7gvJ9PjYKizZLIr5JaLQ4VK6w6gKQGfFvMKIJUZsLuwI3EWeXObKyFVCy99famBpLSBNWzQbFZq1EIjBxty0J+H2q/JznwxCuHkp33ZTTErC2dWUP/zcNOeXp3jD9TA94X6HdlVKiUJz+RaPhw74PHFklgsrTepVQas1ioKLQZjSNRAEyrWpVX3rTiYLXG6yMEqVba6i5PaTryA/Ci1uR3+WB5oqB/+IqUcpQlOSK/nrtNDeOYtrWdLdMkVnaUHfjwlTw29+rMmDz1Rd1Upqp72ldF07YjR/pWgmyHcWeEUdPqpojnB+UapwXXW4yGQUmYWyfbZso3XtZibPqKSGRGpUonnNjRF/7z0dfv43fcJEugqUkSRZVkUaUXpveeqtlLjMTsuj9P5UthOPjoPMuustWGmzY0cco+eANtl3VsQaNtcqOcOXPqN14I4SwWCoUNInMSI7qz73CBnKo+MELumxbcZQq0XMTg74qPU4eKrG66+NEMLVZ/TuTR6bmpJwQ5/7nkv4z5/fSCoaXLbZAbjw52Y3qFwm9xTZLG13MlnFdxOjtC41JpQqdaPKXSn1V5Ig5Zz3eO7bjNi8AHg26LJID44moBbBZT72N9fb2YzrIriUCZ6fcN9THp95sEYYeVDVhfYu2FuOFuE3tcSWZEkZ0LkX45XouxRjUhyxOAZusCpjdDPuFU+NRBonVXKgJ4mmWku4+zUD7nlwwL1PKZc2xG2hsdAMGDkfyXPjJbniADquyS3lYDP7/2QMrrLPV2Z0m43ts9J5VvIFk3/eFMibj1XqptwmiSCKJQMJVmhXPIxVNlnMy+5nnsEbLZRlLJ5OaVSH/P27hyi9whMHqsxtDti0sYqut1YZJsvc82CXR/ZN4+Fxxayb0SdgXcrP3TUH8LyK5E5KCDyRzdeWxYBLXW4hK1lax8D9CkwuZR5ojmdPZAncSpS0dzEJdQRsrdYBXY3ArTNw+17MWs/yhYdrHDxfcatVOEusyLW3oDRByl4E7kKy5EyeA/qbC+9xnOfsNubGXCdV1hV+1vvFpVRIkyKNJg41ezbGfPtdPZ7Y79OOsvKrcXo8QpGfAyHJcuNjNtrRnmNxxZ18xeYlepW1tBVsLnIdnhd8stRfAfo81Zh9ToDUdfonQiATiASICECOCoiJxNMKT5viXo/ihDw+cZ/F8+pM1kJ+9r1d7numS8gaK4MA/eCzUywuGk6dmuXKTT61wAUWxthi4GFeUSqYSebOvWxiazHrbzSSOPex5OMacv/ISG6Mp/+KXsIyg5cAvV6Lj6aemnGQy3UBZV7IKWdRpOuUN6T8ly9W+eCnG1ihXd57jL0Zae+x1ODFQC+YW+TM+Gdo8DHvxivlwssy5eJWNpOX7Y3BpBIjXV5cSUOcekhl+PF39TlyzuODn9HEyQjkBkEoJMrkgyTy+ncJ5MXWMpIV5IDOgF50/BRBpEsDypzhhR3JrVKRyDKy4rqDm3JCGGk6t0O52YO+lkXxLh/waW1+NKIgigVR4nY7rWrUKhPsnO2zc3eVZstHTzYVvtVUrwyYafkgII5hrQftbkJ/YAhjd0BQ/rmLkWmlscRuLJrMngWeV5pFosYbEaQYDxovArYoM7sdZ25Z1uJOj61n7lc6s15lZ884DR7j+TFHLkg+c3+dXs+DqrqYvQvPdyk3XyrwjPLeF7/Oy8p/HocXHoty/ptci5dGKZjc71ECusyBLjHSaXEpNXGc0qgnvOu1fb78UJUj5zNGcnkLUiEYZMV7132TgduOwG4LUGdtddm/rURuK7IYXA9o0eWT39uiaTmLp/IdKWNzW5jNoejsRxYDkEzq+g88LYh0Xp0eZa2shSQRDGNBdyBpd51l1k32UtT8AF1XbLCgd2y0DBsxm6ptts65cQWdvs/iSpWT5zXWpgiZNx2XmkvlxYMtR8PlR1OkRuAeFWlG2nud/i6dRZ+bu8oMLsUoc5KztSzr7xKLy5IskTLLmGRMrnVCGBvuebzO15+tuuHg0nMAX8fexa4hxCjAFGXPyXhDdY5w8eche5zQx4FeuozJtv88k5IdReJ0txnJFCNJhUSlEiMUcah54/URb3zVgNNf8ghNlsqyEowgQTMUuPENmSBBCHKHVE5nqtiGbJEFGYsZszmFxQ4kwWTpQynz4s+oxC9FaXeSYK0ZWa91Fl+kFBOMdZKP47NFrYEM4INIsNI2nL4QstiJWRu4L63VsFx2pcZvBOhve2t17eDz5suf+Lz9zsNnI/qxZBBGXLbRIGUTkUkRlYnMouE3A7gqAE7h7ho1+5YaEgpZsS6wFOPALsuT8pB1eRGDm1LmZFx/r08H5qV4KV2njvQTHnjK599+eILU6lHmRCqEkO4cIDEqy48zeAnk8pXZ+y9QxBwhOwfGRTLFjskV57zLAk8jMGKUUSk0uXS5cWE0SWLw/ZR/8sMdDp7RPPCkxPiCYt6vEMRGMSA3YuXaKUfuK2jywmhHkfO2ZFXKLB+epwqNwDUkC0bTETIiK2RXNkFLZ6lGZ0GARAvibA660qNZ72VHa27DNQbq9YirrujSDTVhKLDCZ3FY+/JwaeuaQu3qvXSod3QwqP69M+crnJ6f4MKSz8IKDEOwxq3QsQmt2YlknpcfwecOUh07BsQbjSR2Wnzk09Z572Sp9D5qXiiBWJX+rrjMyFBVBnfxnBbpQVXynahSr+WZFcG//egEDz9bd4fySD+zxHpoKahKCCTZIVf2Yu/22JU1QBdDcsaHERVed7WuYbqk60c/i9FCX18jKEm4PEUpSsQgCqIo/Z2FmemEQFueeMFnbSDXbTWymCIuSkAvDHHrVme5u3N94+34LiRKRrKsFa1YuNlrY0t/nh8EkLVDZn2pqR0tapOOjGhYx+RawVQTLt1m2DajmKnVCKRPza/i29Ufon/woL5+9ypCQJJAvEtTCywpfX7nSx7tbsrGSXe0XmHi1znQS2ytc89KDuRRX6QckyQjOSIojVguArfSUMaxAY1mbFaGypyNFwFclvR3EVhmVtjsdeqnfPSzE/zpN+rYigKhHDqFRkg51m+pL2Lvb54eHDsLc/1j3R/bdfgY+UDKrD7ebb++wydnP5sxt7Vm5FEREmkUqdDIQcrdrxvw8jGPD/y2JgqSsUS9NR5h7p3Jo8bU0bAl94e7d1k0ZgmRBZEjP0pe3DH5QoNRl5YtORozn0oqQBqHkzQVBbkl2TGJqTKoVI4OL1ASbXLZ6wgo8CybZiJiM+BDn6tAqvH9lEoDvMBgjUWv9QKMkVT8mA3TXVb6Qx56UbHa0UxX3EfL9bbvKTxPlKa0jqZGjeypJXefsqWK5SsMZCxv96U/LwebogC2KcmUdQCX61KBsgzuFFl4TlLufTLgw1+qM0yzDyDy1GBWtRR2THu/Ymm+DHQY0+BjckWsQ/krqpQ8dZbpXMoa3IFsvYXWylJlU5YyK0I5Y5bMzFnSkBpN4Bl++O09Hn3e595nXbowz40jBcZqwlQUnnGnMUbvyb3RUj47222UyfR2aW2IDOQiS8yIzI9O6TsrurtKu5RWzhA2kr4iw1NOqhZtJL4R4DvJIrK4YHoi4dU3LvDwixXmV2vsmdRMNyBOQF+2axVfCxZWUz73uOH5Qw2S0Ge6JmnVRXaOjXByJDsBOG9j09kk2Vx+lP3YozSgLbR1/iEpPnQ+/Z8S2EdAz0EmRJ4tcSO88vatnLFlAep17C3TUYCpY/oh/MLvTHDsbIDVo9OSx7R3LpnWFXXGAM0rgLmAsBjH858hyMtpwvI2nxO5eUU9frE3xcjMcSjLLK4QqUEIjYwMl2yJ+Wc/0ubRnwnoDnMkyuJ9pdKdxVk0Rkiyo36yhZeZpCy2yKTYDKxkhqsc2HlNoBxslwNzxnZE51lK0pHsi5Ub7F8ohdS6BIaxWOta8pR0lc/Vjodlklv3+txw6YAnDnZ4dD8cWQhcHPbYvsvwPMn8Up/z59e4bINHs+a+yDByc+I8TxH4korvJGvg5bO0M02dda4XVcZcOwszNkp3/VZdLhFLMfqzAuxFgGlGAaa4GNxaGqRadyJvyW+idUySwq99qsGzByou5y1z5taF58QT47Ikfy4z9NgMlIuyJ3kfpPimfH0Rk6/LnFDWqoURywVhF7kNhWPwIug00oE8lRiRXWkmVYzhhstjfvK72/yHj7WI0ozFybSEFaQohgWooUhcm4zJZfY6lyd5DtyIYnSEyNKHYzaF8mtGv7IctI8GOWUzL3P2TnBxX/r/b++9wyy7qjPv3977hJsrh+7q3OpudSvngAIIIZABEwzGBoexccDYHpzDYGzsGdvgGRs8xjAYE2yMDSaMCCJKQgiUkYSkVmp1zt3VXelW3XDC3t8f+6R7uySCAYHnO89zn7qVb3jPOu9611rvEtkAMkhkMssbx4pjsxKMS6NaZ2qwwyuuGgWnBibGecF1L8MvVTmw9xFWDXyWyTHb+H/wWMwjuyo4yoK77EHZB9/TyZymzq3QpC5Ebk1R2hPkUbn4/i7jJJG9AKKgnmT3e3h4EdxxFsEdmUdulURuR0U4pZhb7vF5/ydqLLRd8HLNG1FUTvKqZbGlt8jDc2u2ZTwIe9IykX3eA+llovYpeO8BuikkaMWonbjCppSkWAQSVkaMpUIabftVIkW9pHntj7W4/1Gfm+5WUIly4pxEmUhLuhQTTJOfzdreN1KgtMnaY7MuQooJahb8l32e+RWwUF/IeoxSO75keDy242tenOyHws6BOo5ASs0TB1scPG7wlKJRMvyXV1/EeeeeSXNxCadaUZTLLp6vaetZuibmzkcUO/dUGarA2JCk7EOlZCiXNCXP7pFMV+0VZx4zjVqk0z9JH4soDLemESnrvei9dBd3LeZSYs6/ZVHnLurdKt+hnnYJShkhnYgn9jm862N1dp10bYYiCty7GL2LLb3LJZX0RW4KwBa9J+lTyoPpm97Xi0If7867DAv+hf0auVmmESvRlWMtESlVEcZSldCwYSjiV16xyL5jDjsPC4xTIFhCAg6RkXR04YSViRQiBEYaVHY/ucrEucNVej70n7DFvvdC9T+72hXbN1JlLW3vcCNLiyNXE2uTtAcIPNdhqG54wSUdHj+0xL07SrjlECM0sXHRRuFo7G72QyfhXZ/0EaLCeF2yYlBSr7rUKoJ6xVAra8olO6NpAR7n7qxpRFUm2WNe2FeeAKE4TJvuRtSFTQM9lzDRF717aEoObpVSk57E0vJuKSM8P+LYguDP31vnk7dWMG6Bmog0eotTonfe931qSb4I7uWKOsWInl+PewHfE836wJ4Hgf6elCIPTwFdTEDTyR+ZJH7p/ST5FJoo1rhS85Kr2yx0Jb//NsXxeQG+KEggYLRLJAUdAyKN7glyTVrWl1bKS7NJYQuSFJ92USKM0/E78hyi54ot0mGSnIuncrKbNvZFEEUmMYGNkFJQXpQMVAe4cpvLSy9fotVepDoWEYT2ZHGMkWi8Y42y86WXX7HieYsLSyjHoVKSNGqSwaqhXtVUyxFlP6bk5Vt/M61ZJuAurHnOtnwJEl20aGCTLD1NeyoK5kDpSWEN1J8e3CmYszbKQnLpOhEBmhvvrHLL1yt5r4lMpcFi9M63Bhf9Bpdtpirw77wrr4+L912Kl71GF77Wq5wUSvVYvbjYpZdGbpmoKSkfj4VAiKTwkygrMivlG7SUCKOIIo2vNNde2OGFl7X40BcUQZS8CDp5AlJgjEOYTt5kFMbgmIS+JI+L5LHK5CwtPt+0OBVpiAxEWhBqQZQCnlSNN9lV00nk2XQG1pEpwA1eaAhcCCLbOhLHoGOHdldxaLqBoEy1tprzh8pfWl13jy02Fc5pGzdz+60f3jdc895xxQXjz9u3dw+xcXCUoVLS1CoRtVJEpRRR8iM8NyrssYl7+LASGiHs575rQQnQCZIhWa2IIuvpEQpl+yY11g4sIeXFCJ5t8ErBLYo9wXEB7CktsZFbOSGR0Hz6nBzOgAAATAZJREFUtjJ/9f46h04WeLcoKif0Vi175kH7JMw0KSLnmUVgFxWU/sH6nuvTMgWSU4FfnM/s6w9P5iLTLkMjQWvrqZ0qKkabhIfb3gwtDLF2kkdgCAPNquGI3//5BRY6kk99rUoYJwgzOdCNVAQJyEWhpC9S3S/l5IJk3hJE0s+SqkCRhkALurGgHUMnca3SsSYO7c8KmcSeZI7Abqyws6RuUnTzlMF3jJ0/COwy2E6QrvW245GLSwGnb13PgWPxO57c/7V9P/WqlydLqBYilCNpLoXUyhG1aoiUmoofUy2HVEohZT/A96zjqpNESlfFlEtWZxbSglsoTRAaDh2RNFuWQ522WuN5kqDj0WyV6IYmeQFsBIpNETS9wJKJGpNFctE/BB0XIrfl3q4bs/ek5P03VNmx24dqGrHzwo4QdoGTl0Vvk41Q5Zr9Mjp33y1Lx0RvQimWjeR5lr1sconAmtEXont/sknh8yRCSpGAXJhMGxfJFVMIQ0zKw1MJ0SHqGrasj/gvL1nk69s99p0oXILSWjv0gtyIRDpMFJXCRJAmrfCLnJ6YZJAhFixGglakidsBBAGeF7J5TYCrYL4lOXTEJQhshtlNXLqQEuUna2mk7VotKUnFgZqrqfuGaklT9jRKCgQRZS+g7HUQOgCSJVTjK7bhuGUkEXPhHuqVkFo5YLDRoVFto1QHV9n5OKnyBqcT84KPfN5jqZOqCxLpKuaaijvu8zl2QuF4huuv7DBUj9m6KuTZ50WwWCeKVM+bng6r9haBTF5+TumP6o/cOtO7pbCqyeyi4H9/qM5t30gsj1POLXNZUAoLbq9H885nLE8x1uyL1st9rV8C/2athMXksoDy3r6U7GNKWWyil6omUlguLnu08QTYgsR8XidfkxnYY6Ghpbn63C6//pom/+N9A8y1C6eoTB+EQKMIkmYpkVxhLJNMZFFjcquIvidogNBAO9LE7SWef+FJtk61GWrEXH9lF9czHDmhuPM+j/mmQDmAkAgpWewo/u/XSkzPuwgl6QhBSzrMKxdXOTg4DJdhrKqp+pp61WH9utVccv4ZLC61c4DXBybYsGnlTTft+eJbpVP6/bK/yJoVsxyZaXFgJuJfby6z+9gAjpPHHyEMS23YtUcRhrYqJpKzLjaKVmC5NkLwxNEYRcTq0SXe9HMnue6CLq1OKVvTYbd/5TFNFKJoXtnUGU3JKUrKwdNuwYiONLz7hhrv/USNxThpaxSnJpZOQk/SpDLj3vSCuEcHTyN1UXjo4SE2Sn6L+O6J5MuNrJki4IsJp7al8nTcSxYs30QGfGl/hoSLa/vYhFBJY5OB2FBzQ37xxxY5Piv5uw81aOtUFejl5LGWBFgaIXW6PS3LN3v8VYszn+mgQxx1efkVx3nzzzWZGrYTSGW/BBJOG9NculFjSFiA1CAgiODVz3VYbEnbsZiUSh3HsOeYw4duajDTrLBrusaGUcPEWJm9h+fe+rKJ028a6h7JAb5t8xRfvOFNLVfIvcMDGuXM8q+3BnzkK0McO1mmG3hExs75xxpCbQjT5pgssxBI7OoLJaBUyRM3kq6vXdM13nOjw/mbZxDJSg57EqSJnClE9TSKJ0+6WK4XxRK9jdxSRuBqHtvp8+GbqjRDp8C7iz0nNnr3qia93FsVAP201UtReEPpBXsvuJ8e6lm5vhDNe6J2Bm7TG9ETLp4aBQkpraNUEslJIrnWye56ray6IlT2+kahoeaH/MRzW3zpTp8Hd0p0WspPjU20BAWRkXSTxbAi8SjUxljxxeTPO30flWN1bS80TA60+fnrI1YMDNBqe2gtWGrbZ5i6HsgkgNmrjsEVcPZ6iLWye0NjhY5tANk6pbn2nBaHZxb46FcqfPWBARaDOk/um937S7/zltZ7/voPc4ADnHvhiyiXK9zy1S/y5x84zpMHx6m5kpU18K3NEVFs6ESCVgidyD5ZK9nkvdJOmrRJUzCqzC0HmguDfOzWCtecreiGIhtcsHYAOgtpNoLmOxVVwvGLJXiZaN1Kxjie5uHdLq9/6wDbd/oYtwBumd8XCTVxRbr+zyyre/dLg8vycXrnLfPiSI7wbyWKFwl5sRGrX/dOk0+rotgJmjTpTJUVLVLakvDwRB8X2modsVBW1hOKOKEvhJozN4a88w/m+MW/ENYP3UsjuAQZQaLaRIiMrsTJx0wEy/KmXoNST2muPE/R8CfYe9ixUz197c6ZWCFMEtCSwGjsWsEgdOkGDt3AIUxA7jmawXKX//rSFlefeZIFcy7btj2fIGxxCsADJvBkmSMnx+guVNk6Lhms2jZYJQWxth5wzZam2RG0A00Q2yyZpH8h1zHt/XSax0s6DsseDNY96FbZdzSmXonw3QjPFUBsm+GTt9deFCzoc1rSm1ymYHfciEUD/+eTVR58zCdWKlNKbPRO7pNTk55NCMsqJ0WalN76bCH6QE/f/W+GcNMH7CLCs/nF5ShK2uVX0MZJmrJkAmqR8HOT6OK2fdYgTDocYQCrsAhsce7c0wNe95Il/uDtLotR8iKZ3psWiq6xc5lO2hyWJpskjVMy3ynvuzBRBqWHeHyvZKRh5WZbCY8LvpHFYZVUXibbg9nquiwuuSwsubQ6kkjb4Fj2qwzWG9T9RaYm6mxcO0iYuLL1AHyxC8pXu1qRt3tqvL5hvGEYGnDw3WQ/Ygzzi5rD0wHaxIDBiUUyq1kwRZT5FI9bHEr2BLWSZKDhIqViqZV0kBU6B7Ux2bxe2k6bDz0UOXhsP4oYx4toxfD+T9b42C1VurJYzCnet/6CafR2pHVsetro3R+xi8lkT2KZy4NFSVAsJ4x/E5D3tKfSy8NTpaK38GOy5FIsUwyyyofMK8QaYuu8Y5NNnZhBxAZPhLziOS0e3694/w11lkIKkVxY0p1IkaEBVyfnQOE5iAwHdg6g5AmqJUmsYXpOEscutbKi5Gt8L06Wg8UF38jcAxMKAG87TM/5HDyumF+0OriUUPIUjapi0zqHVSvk7pFBsysM4lMBfvrGdXz+81/80lkbxv+1bib/SET7WTkWU3IjpNJ0AslDuyQ7Dtk3zJH2TXCSMSKV+Jdk5dVkwieduC95kkpZUSnZ/fHp5HScTKMUy7epcpJy8Mz0s5hUqhDHCVkKDO//bJW/eF+D6bnUtKcYvW3iKzL6lHsM9vic9KkjKY/sh+hTcvI+dvJtjawVEsrs80JUN/QOEGQ0hRTcBRVFF5YOaNsSYZWOBOhJIizSPTpYuiK0IYpgYjjkja9tgpF84MYai2EaySXoKCkCWYBHCf9PWwn6QV7ceB1FhlYbHCkTR2JBKZR4rk4G1XOAZ20X2OcUJSdYtdzh2Kxh+25JJ7CByfckQ7UIvLWs2LD2Xw8ce/hLz7ryeacCHGB40Md1q59rzS2+ePeB2XO6JsB1DEJGPHLA4/P31zhxosRgyaoeKhlcyEqrCtxkfM1L5jPTiZ+Sr6iUFCVP4Kp8uWfPC4MBUVRPCkmlipMonuvdqqT51Ocr/OV7GxybS4o5PbQkTTAL1ETmVCodok27HXt4tszvn9KPUojgvbdvh3gvA/RixO6jKkXg0x/B0w1oJqUuvRE8rSLbq2QB3NrSFERamjEEXcPkQMQbX7vATFPyr5+r2QoYUR7FjUQbKx16BtxCSb7wZmavgzZ2aVQn0CglMdimrig2+JHIpuddN92bZEchVdruAXhuzLqhJcqVJbRU3PekZwc7SpqJCZhZ6j4YxeXPtbq9FYYegF986dW87x/+8A4lxX2P7iud85HbJI2yR903nJhVnJx3qfmSOHkmuU+zBbalJHai3oJb4qc3X1LyJb5nR9mUKu61MYWImPex5Pp3zrmljJAqwi3F7Drk8C+frXL0hFfQu3NfwWIzVW5e3ztf2aN1ZzfTE6FtVBJJL3P+eW94F8uoJ6dG9x6Ne5kelAzo5Hw7nVpPdXONyZM7k+vjWtjkUwvLwfPIbe/rpP87i+IFUhRno+4Qdg2TIxGvuX6Rux5y2X1EFPpV7GS+EYLISEIj8HroUq++b6/U1oIkCGI724vdrm2Hi+1S18g1eFoQOQJPC1xHYxyNo9JWa027U2LlkOQll2suO0NQKUVUK032HB7g0Inwvi/e8pk73vxH//2pAQ5wqL0FKQXNtsGLmtSkx4AnmVwD7W7EkRMR862kHyKJxI4Syd6edDjCRm7PtfObFuCCkkfSjZgutzq1marYMZiX52OUyOcqPS9i9xGHP37XALfeX7YyTz/3TsAtM95tr7T97bDL9p308+4eoPfRFAq6eF/w6m/Cyj4totr0grnXUrlY7MmHj2VxtpFT22lF4XNTSDpTW2dtZHGvTJ5GJF+LhUG04dnnBfzZr8zzpncJ9hxLXsSMi9vRuECDJ4TtITHpHGVxp2WygycydEPrUGavRrJgYGQKS6fIKkZSGkg6VbURzDV9HtlVp9URlEsaqTUVp8rUaIWzt01i0Ly5D8+nAPxlL3g2jlKBaDfZNLab9VPQqHWI4ojpGcnRWcWJJfAdQaNksijuZs5WKbAlnieTKJ6D28uGJfrN9QuJZLFSqYoFHbveb9+05E/e3eBjN1cJhFvwE3QKQBdZr4mXUpMeUPe1BCwHbpYHeu+QQxH4BgqFnu/0ODWyp+rSUwH7KfTxQhTXRtrqY+rX0HMiWo5hgZ7wDcB3DK94bofYzPOmdwr2nyBpyrKFPaMloZCWqmiIpe0YjI1JNlKYZP+OtX9I3+P8eeRdpXGylMoW/TRSWl6upKFcCvHciJkFxX07NdOzXeJI0ag4rB6rcvnFGznz3BcFcRwDv/b0AN8wNUK5Wvu9H712xdaj+x+9+sFdCxyY1dx0b5ULNpZ43iVLLNwdsudAjapnx408ZSd9PE9Q8lQGcN+VeIUpoLSX3HMKwxLKZNsXitYPeUk+X+3nuhEHTgj+4O8H+MQtNQLpgkooSQ81SfRuaa+sbjpAXCzL8xT93ik9oT9SF78mniJSF/pRvh0eXoza2f0CcKEnEe3pOsxAnYJ9+fZakxaDhERInUV2C1bT9ziSZxGBS8irrm3hSPjDdwyx/2RyKRSWqkTCpSuEDSLaEAlwYoik9R0Mk49BlL+2EOcNZFpme4jSNfFC2BlMX1t8NSptdh5t8cV7y2xc4fLj18zw+fsUzUXBgwfH2Hj26q9UG6t/b3GxfcpLewrAK7U60dyHm1vWs+Mzt3LFv32urIZrZTaNO6ybkDz3wg5HFrvs2l9Fity2zXMkJU9R8oqRG3zPzm/6Cbh9TycaaL5tWBVup85X2mKO44Ycm4M3vqvBJ26uEagU3EWAqx5we0VwF6iJWC56s0zUJo/UPTSkn7JAHx0X3zK+M7WkKBeaXkCfQlcoROqenz9VNsyjuP0drQWpaRtgz3TrhmmHkUXeq52ebY6BH3tui0gLfv/vhjg6LzOAp6aeHWFlQyXsMLKK7V4fFZvEcSoPBLbRTif+KAZtFHGq56cyo5L4keXqUsbcvt3lpvsU154jGaiu4Nqz2ww0FvjCg1F8uOnv+O/v/mLzj1/3/G8OcLCX70PHOq8nWnXRiy4+cW7Fl4wNwea1S8wuLfHEgTK+kjYie+B7ViUp+RbkfjKc7HvpTk2TyEG2jdZzNZ4TJ0MTSW95YtTjZntzrDG99REMMW7MP95Y52NfqveBO7mJvAxfBLfbIwkm9/tB3A/uU8CbJ5C9J0FBNTkF5adKjE8VuItAP6XLMKUnPRGapAgkCvf7Ow1FXzk/aU1NpL184JjskpP1d8sCEpNn4RDwymuX2LFX8dYPKKJUakq4eEdI3GSrmwW4SChJsjYlLQdl9Cq9qph8UMPI7OSyFEXS7joEoceW1U0GBto8sMuh1VHsOlilUqqwetXIw9Nm8fVdU1v2NV4e4AM/yTfu+df4uqtWm0cfPcJ4QzNUD1jszvHXH3e5/eEBNgxBrQTVkqRSshJguSQpecKCPlsaa5Lxthzkqfu+5xQAXtwTn95khOsGKC/i83f5fORLNbrLgttulFAy7RC0yWQxcheTyUw5wSxPT/o49nJ9Kdlbn4Dj1K8VwLocyvvQ3NOHQl/EPoWS9DdjpT0reQ95dgIIkdj/5dNTOtmykIFc9HJ6lcg92UmSlBVdAa+6ts3XH/f44l1pxLcgD4XHkhDW+iFVqCIK9K33cdsEVBPFIhlesEmm0QqTOMYqqfBcl5mFKlee2Uaok/zdxyX3764wXAlZMW4YWb3ONFQU/+ovPJ/ljmUBDlCfvJKg2/lIJJ7cPDW+tzrXavK3n/S57RtDbBhRTAwYBmqSekVRrTgW4H6SSHp2gax1ttJJtUoXbulUkDXHtBuGC1xbRbgqxPO6uF7IjXeW+L13DPHYvorlPNIB6ZGW4GXSJO+LQpVSJJVKeWpJPk8Il08mi9G3n3+nv/B0PwtkZf2nCuHF0nzqeZl/LrIv5luGRf5bprDKNQF12tpa/FrWvyLIhiNibSvTFEBukpMdIbKSvN3DExdOGPu4tq0L+Jv/OsfvSsNn76jbn3ftqxAIl5awqwt7EtiklcBSkzwBjeJkBM0VRMniV7vKW1mlB4kQDlKUkWKYZ595Aq2P878+Ms6BmQpXXjK09OMvPv8j5XKZX/2F5V9nxVMc//ttb+N1P/v8+ydHB1675+BjA+++0eXO7UOcNuIwNQxDDcVgzaFecxOQQ7VsG9ArJUPJ18n8psl4d0ZP3Di/OXZAwXOiBOiWknhegO+HfPqOEn/4ziEezcDtgvRBughl91f6CkrS4CUuwWn0Xg7c/aX5ooWaKH7ecxMFm4N8Y0W6XEvI1JBU5m5O2S3V0EXh66e2BqR/RwA9S2ZlrsFnJ6Fc5n5P30zia0Iv9+3/mJwrpHZoaXqdFovSUcPkWme/p2FiOObcLQEHjkl27HUKvE7aNgBOnXyCQrKbSonazldatYVMJtQm3VdvtftIS4LQIYx8tq6JWDm2xO6jHhefc9nRI0cXf/qiCy8KnwrHTxnBAbaetZrZ+QX++VPDPPak5oxJxeSQpFFVVMuKallSKSUT9ymgPZ2YAuWm5elQcr6UNaEmyjZKuY71LnEdW363kTvg03f4/Ld3DvHI3gp4no3aykbudL2IL4t+JnlviRDpi1yQAMmTzH59uyeaLxN4+/l6lkgWeXr6ez2R/akTzoJ4kieaYhlKsowmnv52/ruFafw08guR8V2R/N1sxbYRJIJ5Erh1slNH20YtaSf0lZEYExe6Ge3f37Y24C9+ZR4D3HhH/iJqoI2bX5AKCbMFtMDRZLsulTKoMHFICwVdx+Q76kNFN1S0u4Kltkez5dBsuZy9eoFXPNtnw2lrKZcHng7CTw9w5Q13tW6+7vT16z/62BN7qhtWugw3HMola5Hse1D2NGU/n7j33NiaAKl8KkecsgEtH1pOI7YFd4DnBrhuyOfu9vmDdw7x6N4KeD44fqaYOFJQkuAnM3tOIYnMAEwvIDPA98SU4kdTRGUhqRQ9NIb+aHhKzV6c8rM8HciL0l8B9Nn3iuBPe1L6ODgFOlL8CynwUxkwkwoT6q2T7wthaYhIhigEJttJb/pv5DRm29oub339PNrA5+7MX5QYQQuVVVk1iTZuBI4xdsW4FD1XMSWTwWLH0AkEpcDQDTTtbsxiSzK7IDnhC2abZTpdQ6N+2pKU8nWNobHudwzwkyeEHmicce8Vl9cX9u/9l+qGqYiBWseu6w5k0s2lKadDyV6E70UoqQtnbxLZMuvj3PHVdVJ9O8BRIb7bRbkBn7/X53f/bojH9lXtWaR8kB5SKTwpKElj+bY61Ucww1UhihYRfSpXPgXXT6Nli57If2pVs//U+SZHGrELnxclPyiUwJ/iZOg5Kfr6WEjob/a76ZPSKe5Fz4NJ+1OEsAAXqVOW1Ghli0WGCKMSGtOB09d0+Z+/No8x8KV7bCXTgtynhUMcCSoGtLLUxEbvfsnQhgAlKSw1M3RCQcm1O1q7ka2K1iuSVqfMj73yuQvjk2vu7bSX9HcM8EptAr/knBBizyuuu+a0W796183uHY86vODiKgP1KlJoKqWQWiWgXulS9js4TmgdQ7UiCF3CyMlBLkzu150mlUn0dh0L7i8/4PFbfzvEEwcqUPIt31YeUipKEsrSWFqiEmOYtN2WHGzpOo7+CPgtwq6Ivacs2Z+ihRcTz+LPPsXZcmpi+RSUJH0OBQqSR2uyH1hOYny655bJjtlXZQZy0vZnmVhQSGkHxFWc///0b3UEW1Z1eNt/nePX/kZw6/0kveYGTYmOcdBYWpRuUkm3r8UGOlrQCg3G2LXsnhQ0XMlAWdMIDRXfDmo4pYjrrzrJI7sl5ZHnha12+IqRocYJhipP+1yfHuBll7u376VeX3toOmzv3nV41xal2+w55LFxSjPUCBkZaDHUWMSIJR7db/jy/T5DjZjnX9Ri9YjPUqtMpG0um68CTyRBFeKoEM8NUG7ATV/3+I23D7PjQBX8HNxKKSoZuK0JjFv0Fu8DXyaZCRsd+qdhi2BYDhQ9Wvgp30xoS/KDPXp4kYf3VTtPQVghspriA8948zKgX64YVFRXln0ueYd5+nsZKctoR6G4kzwQm/xKlNRolZvsO+lMaJaA2t/buKrDO35rlje83XDzvXkkN8ani0OctNj6xhZCAbpa0OxEnDY+w3UXLTLcMNz0QIVH99aZ6ZSZrAnGjWaoZlg/7hO0JnnWmS5XP2f97pVrJw8FrR341S1PC3DFNzl+4fW/Ta179/zKEefBrWv5ubI8hO+VqJQixodbDNbneXh/m/d9scrf3zDOl+8b4fbtA1SrERdsCgA3GVGKE+4dJUmmjdylcoByQ2653+cNbxthx8Eqxi+BKoHycZWiKqGirCeGn0yKuE4yKZS06abb3FIuXqQNxUhlMSR6eXm/gpKqF4mCUlRTUqN6WfyeSFcmisxEMv1aNglUuJ9W65YbpFi+2StXcUSqthQ6IVMVpcd/vbgWRpw6nWTBJ7Mp/DhObum68HSFuJGFk0IkvSJ9p24yoDw2FHPxGV0e3y/Ye0Ba56uM7wsiJDH5TrdICzzV5ueva/Lbr5BcdrrgyjO6TI00metE7D1RxhOSwSRIP3EgpjpyHjGjL//a3QceuvCsEf70f/zd0+L3aSM4wKVnrqbdXqJUqhzphuqrkXn8yk4noDyuqVcX+cy9EW/5t0m6nRoTNcGF6zWucpDdMQ4dX2KwHiXe3OkSqCRyO9Zr5eCc5s6HS7z5PUPsOFDF+H7GuV0lqSpDRYGvjAV2alCfgjp98woA1kYQCztOZ+Ji5Epf7Pwt6ome9EbbYlzOVJK+6N6/o6dH/y5+3ncsr470c+te/p1P0JtTH2TfYR9bvmAgtS0W5JHfYKW4HNg5rROiuGlDJKtSNMoUtHHyB5terzZNdfjbN8zz5vdq7n6oxv4ZA77dN6KNS9c4gMCVhrqjGam5yHiC+x7z8dyI0cEOr7yyyY9eNseffyTm5nvGmAgcxlzDmuE6l1+46atXX3H5kU67jfSfnp7AtxDBAf78z/+CX/jZ62YGB6rN2Xn944cOHWb9VIdbHmrz9k+M4Jkam8cMa0dhxYjD+pUuU6M+9YqkUgrx3BDXzdUS1wmolLvsOmL4i3+s87f/Psj+6XISuS24PSWpKUNVQUkZfJVE78ST3M55mmRyKO9LV0m0tSCyXWqRLux8T9+UhGbIAjB714rbyJw7XiVLbUUheiuyyJ3p5ek0TSGyF4Hf40pbOGF6k9f+kyaP3MVemlQv7997lLv7Fga2C17tIqFHdlJdEkWKMJKEkf08jqW1Viv4HhYpSaZRpedZIdM2WjI+HPGcCztMTkY8vlMxMyPIFm4KgRF2k8agZ5isS3zlsdTxaAcurY5Lu1uiWnK5/Iwm8+2IfUcrrB6BSy46j8GR1b+zc/e+r23ZtP5bge43j+DpMTq+nlK1ce/qteENxMdeetP9D/Hvtw1QExU2rDSMNByGGw7DA4rRQcPESJdqpYvrRHhOiOcEOI5VS8rlgJ1HBH/6ngYfv7lOx/hQ8pICjo3clULk9lM6knjUuSo1Z0xpicj8xY0hmRa3c6Qam32HJjcXkgKUNgiZj3tlUXWZUFgEYC+NKA4hC/pXmhS5eX+gTS/TKQfPtGIbaG3XaiFiZ4lh8vfS0bWeh9qf5PbbTyfVW/tHJJGwdgxBpOgGirgQwdPefCdZahCrpHeb3qth+hr1P7GxRoefev4Svmf403cZdh02UNKARhuflnBZiiTNjubwiZAwNiwsOcw3XRaWHBbbDmsnHX75R2b5kHcCz7+ArZu33LBq7cZ7263mtwrbbx3g5dpKpo8f3nfOuRe/4bZ7v67ueWz0xSuqhqkRyXBDMTzgMDoII4MRI40ukyMtJoab1KqLuG4XTIgxMb4fseuI4M3/0ODjt9TpSB/cNKF0cZYBt6+SSJ2A21Up77Z7gqSykTXFU6wFoqvphoYwlixF1vQRyJQXZKL3ilPHrfLLdBEwpgBo0QNyBD2Vzv4qZlET76dKEmyviCxQFJ2DXhsQ2l4dekrwpDQjhXzhhMyifO8eo9R3BEApC+6W9uh0Fa2uIo4tbSleCRxl2ywcTV9CWkB1drfA89rge11e+ew2aMOb323YfbQEbgwmImx7TDserY5iKRS0g4jFdmyLOW2HZstnYclhxYjPCy6O6Cr/05u3XfSG+dlj+zesX/HdBzjA2PhKbrntnv3nnHn5dt0OXnxw/15c12OoIZkYjpkY7jI2vMTIwAL7jnX40gOG2GgcKbjmgpizNoXsPaH4k3cP8LFb6nSFl4DbA+WilKIsoSJzzu0l4PZScDvJ3GcKdCddF57TAoP9ufm2YbotmA8sCFWioZcSI2shUuelfMntcoJEsaFKCIvKNHIXy/f9yeopNhOFwyTBVBf/b4qPpNIoigacOjXYSQfNzCm/Z682JivRp2tfsm1zTmpQmkhyTsRs02du0VoxGEO2ekYlV8vYMclAgsAY3ScT5idXxvmLL2JgC9CvvKYDzPGmdw5wYNrlrE2LXHNegJCKrva4+7EGDx2uMrGoWLEYsdiKabVdmi2HXQd8NqzfyLXXXr795OG79m/YfNm3A9lvD+AAZ29Zwcj4qrduf+LxDcabedVIo826lQFTY4uUSgvc9XjAjfd47Ds+yuETPnEIOmzzT1+Y49XPa/LobpeP3lwjUF5SnfRO0bk9ZfBkSkts5PYKk/puz/1kj4sjs/tKSWplwwuvOsHDB+f44E0Vjs1WCGSJ0FFolUbgRGosFlgyoJxSoMz7SOhTRrJ+EdHDw/sVkh5wi8yc1YI8XZUu86gtkupi6j+f0ZUe2bAYxZOPomi5kewNTamiF+CogOn5mH/5Up3tO0fYvEJSLUlU9rpalSpSBi9O2lmdNIIXfSRV9joKoawBa3KGZuwssKslf/y5bbSGR3e7/OS1HdZNunS7ZbphyOETM+w7McNn7q5z7/YGs0sOS52AKIq54MwS558z8BFKF7zV6CPfLly/tSSzePzV/3objTXndU8G45+9ctO+qycGm2umxudQ3kne8UmH93xmhKXFOjXpM1pRlF2HJS153sWzXHN+mw/cWOXobDnRuUugPEQB3CUHSsq6P3jJnk3fsZ9bG4pk9tNNJ/YlvifxPUXJV1TLDoM1yYpRw2lTMS+8bIGrzpphx+6Yg8cVWrroZGVJ1nVY2F2ZmRdlCWS+DzNdgLvcTsws2RQiywl6KEvalWLSdXx9wnyadJJ/zGgQvVeJfL+myT5mt8I+UZW1I1vba98NqJRbPLAn5g1vH+NTd6zANQ6+1ImXdy4P2oVTgjwmF/KJ5MGljyc7qbDyZLEvxyTRwnetB8o/fbZCrSzZMFnn6PQEJ2aHENRYOexx/UVLDDaWuPMJydySQxhJugx97ed+duqVeuHriyvXXvltA/zbjuAAv/3al3Jo3wMtw48Gu7Z/iHueaPFvXx5lsVninCnJ2ICkUbX+J3NNePaQ5rdfHeOUYfOqiEf2uKBKCOUhkozaz7oB88SmyLfdZLA5BbmbTBGlg82eJym5gnIZ6hVNoxpjECwu1bhoS5e/fP0sb3iH5Bu7HSJRoSMlvoZY2umSHofXPpAVV5SIAmj7FRcpErA/hTzY39Od/j/rYUI2KZbORwqBnZAXJlOBMuOfpIx/KqfKl37JAg93VUTJ67J9V8x/e+cotz8xysSgixKaZitGKbtsNdbKSoZe6kdOoqIkD15Yn8Nktj5JYvPFBjKWSSuyysfigFI54okDiu1PDPLQ3hKtlmK4Mshs0+JkoKYZH2xw0cZFNv9Ki3+5KSaM1vMTL39RcMc9svWsS87+TqD6nQEcYGxyE8boew4ePP+yr32jWxYdzdYVDpOjLpMjghWjIcdnNSfmfLatr9FujVPlGEYoUCUcx8NXEkXSWSYKwwkyd8jK6UgfuLO5Twtu3xWUfaiWbMtuyY+T9XSKpVaJZ53b4przF3l8d5VO7BEojyiVDguX+2w+8RSQ97W4ylwiFFLa6J5sMy4WYNLuQExx4y+ZCpIVXZICEmCtShKaEid/S4t0t3vChftp1SkgL7oVWIqCDPnyAx5ffaCBP+ziJ4ltJ4RO16BknEmI1vskbaVN/67sa+81yNigYomSEq3yjRIAGrvsINaKahTZv+NVqThVvr5dsmWNYGahxbFZlxUjDpPDZVaO+awaL3HdeWH3SHvka1s3r79Hprrv9xPgnl/j6InOGyfWXG/Wrjn4m83mrtLW9VXWrtCsX9nk4MklbtvuMVpVbF4taXddjJQshiVcv8RISVASmiAWdAtvksguub1mQhnIU3A7Cbj7pvbTll3X0ShhEtlQEnVcLj094EP1gM5iRGxcwoI23pOrFSucKe4LFclixLbl7BzcKaXpqRhi+59FnN63vDbPDY1dR5IgXZCNSSKMXfchMoOfdC8P5B6FqUbdp6n37BONmWtq7nq8BL5r14sL248dRdANEw+SfMiHtAxZvBrZ+zLrsXeUJo4lWuWPAeyJEcaKKFYo6dp2aqdDqQzVxJh1ciTijE1z/OvNHnc/XmP9uMNcU+G7IePjoycn1ImXjo4MLH7H6P6PABxgcrSkf/etH35ztTYR/vjzu3+wami/t3K8zc5jHT50c42FuQqbJhXlUoznhjy4S/LIngEmGpLJWowScHxJMLtkw7btUcgXEtniTaKYJE5ZbpGWuDLh4Xb+0/eSsbhkgiitcBojCEPJ8y7sMDoUcqxpp7ptd1zxUl/Yxl4s5xcTTJFzc5Hy8XQvvSrYlckc4FpbwBpd7Is2WaQTQiBT+iHp4ehZ9M4i+FPc6Ivk6RxkooUrGXN8Dr749TI4kuSlRmsIY0MQCdzIoMLUUSxFtMxUJHuiy8Tew169nMjaO6QlfCk1rhviSsPJBZ+5ZhUpNUYrtq2JOOO0RR7fUaEdaGYWPDatafCa583w95+MuePJGrumHdzahuDnLxn8x3VTKviP4PM/DHCAX/vROKjVJt5y5MhcsGNX8Gc337Ik79g+RLBY48y1LqvHBWODXRxnkQ/eVEcHVTZOxIzUBY2q4rlTC9x4X4ft+xp0Kz51cvPG3OewF9yuk9xcgefaLD21prCjcnGyeTk3cTRIogiMNd/IiirLce+e4Yei9LcMPckTzbySmrYRZP/bCMI4sZrW1uUpik1WqEnVF5XuyEHmHFynALdFKaMTbqxtRD+lvl94Mj3yXWprrARE+Q6dODXniYxdfZ0t+yoqR6lEWrh6SYmShlAZXC2IkyDhqJhapcVj+wWfvX2M9WN1Buox3UCxfmXIzz63yW8+McDxeZ+DxzT1ao2zNhp+55UnuXX7AruPrNFLTPzZZ+/f8Dfzt8498wBfu/U1PPzAJ9vDI9tuCA9U//SDX/gaDbfCZae7rJ9yWD0ZsGp8jtsejXlw5yBrR2FiUDAx7LJ6wuHysxWXnjnHH/2T4cmj4/YNz+iJ6OHfrisSYMvEqoIE4Ca3osjWiufrDHuQm9Xqc15kCkDun9zJSu1SFGhJQS1JFJi0VcBJLKOVIvHWs3/MiURiU2Yb+aPIZP9XCYNUSUlcASSG9cIO8aYnldaCWNoqrEnkRJ1Kd1BQPXpLi+l301mFVFBMljwkj4sM4FKmJ4VGYGlYXtxKKIqyW7CdOKEoSSHNdWIe36/5ow+M0Zotc/lWw+pJlyiyu+fPWR9yxVlz3PHgGIOV0NpziwaXnBnw09ccZff8WaZtttygWGz/2s+87D8Kz/84wAFWr9rAwOjok4OHGq9/1Qvdd53c/6A8Y71i5XjIhqk5bn6wzdtvGGOs7DE1BOPDDpOjDlPjGs8TXHF6zNbbujx5xGSjTD1adxKxPUdl/DuN2l4yve86Bte1o3JFv+lsrWFWHlmuvN0f8Xq7+iygTTJ7KXoSymL0Tv3QralRaiNtV5unDPnQsZCZhdgmrelGXyVwjAW2FdlSu+Pkf+t0hrFwM3m5vtf0pzDw0HeI7KQ2CbhFMgAMkbZDv2GMnYyP0s12abIse6qzSgoCaRdEhVHeiSgEPLZXcc8DNTZPwZETIUpJwEWpCq4zzO++cpq/dU9y70OjKBXQ6boIUed511yoz1u96fU3b7/gydMm9nw3oPndAfjg2Fl8+Z4ng4ErLnnvC7q7KydXV982PX2C8aGYOx5r8tcfG8TRFVaPw9iQw9iQx/iQYWQgYKTR5tHd8MieEl7aRJVVL63XYdEOzk3AbdWUpPkqvRU8ptPpIZk0GglR0N4yOOf3lm1uSqN5TyGnt8Eq5dxKkRRKDJ4LrqOzK4vvagbrIX6pyxfu95idUQxVyZ+Hk+YBCT0RBqE1Qif72DXI5KZMKt/l0mGPXwrFbkHRE9Vt9dRg+0FI9lXarssozm8qMoRSI6LE9UrECQWXBXnUgtxRNh8Ko9iuiIwUW9fFbNrYYvpEmbFmTMkLcZSHo1wcVWPDVMRvv+Ikf43kyV0j1KtL7Di2gvJDg7/9X37q6vf+1PjDsV//zmTB7wnAAZ5z8SZOnjgcV551/a677ploLrU+X7/z8cP8000D+FTYOA6TI4rxYZeJYcPEcMD4UIt6dYEPfMlh/+E6gxUoudac03MEnidyKTBVTLw0cieFoDR6Ozq3gstcsgqb2oTJyueQVzLTOc2nA3lPD3hP73cevZ20u9ElAbV1Eyj5EdVyxIqRRSIxz/GlYY7NNpBCU/VNojcXT7R8jbndhmbNc3JDS0FsDI5OzDh178ZjnZ4ohc7J/sFf27pqiJJuSxvByWwclBSozGotPT3SpgKZ8XIpkupnYPAcRTd0aHc9NkwqXnjpPG/7+ABH5yWeEyWJt4cQPjDE2hWSX3/JHP9w4xy+XMVrXn5Vc+Om83cdPXY0XjH53QH3dxXgAI5bxhXBp599xcW/epcfvP1z77tluMYSqyYk48OKsSGXyRGYHA5ZMbrEqolZDs8uccPtEyA9Gp7JAO57IrklercnKXlJQumRGQll4O4Bts4qezm4NcdmJUFgHbBsPFomWhd6S3pALYqR236uepJKk9ETN3lsvhdR9iOqpS7VShu/2cbEIYtdQbNraQ8pKSk0SQmhkcIud421QSVAVKlBpbaRNx3iTb9W9CbMW13T6G0NmSaHIxYOa4wxxEZakCcnSqwNkbZegukaEYFGCNGbwyacPIviUuI6Cr/rsNT2qZYrvPxZC3z0K7PsOj6SVHYjG2Dw0NojjAYZH1K85PIK/sjVM6vXXfgbR44tfnrtqm/e4/2MAXxgYAiA6ZPND2494znOa17mvvWzX/jKWMNv4rkuE8OCqbEu61c2adRn2XN8kf/5sSEOzg4xVhHUfU3Fg7InKXup12FiCedDKePcFOTA3FQo5bynLIoVGtfVfOgLJQ4fyy3eiuX0p9pL30NLhOj9mII7vTn2JMsA7saUvIiSF+K71oYOHdGODK1Q4KtkCZcCGaUTODahjKVBaoNKJEWZObfaKG4yDxFRuPWD254+6SKq1ROGn76uzZveo9ElC+bYkBvxJCeRjE1ypUsVKFvttepTemmQiZRqo7jjKFzHwXV85herjDVi/ujVM/zPjxoOnhiiEzjEJgZCjPGYWVAYOcGWM66cPvvcq34/jsIPTo6v/K6C+7sO8PQYG6lz9Pj8+y+56BI5Utn/l7ff+fWxbtdlzUTA+lUzTC80+cjXNJ+/b5y9hwcZ8STDZU21ZCj7grIvElArypljFtYxy0mTOMu5Xdd2vaUbu7KtELJgpC8sgW0FoLXV8IQQmY/Kcmb4PaNrfWX5jHNnHNz+fyfLH3TCwbX1X3RjlBNZVcJoAm231QVRMqwR2VUw1rAynbKxzyGWxiZ9kjyKZyBPI3ruHpvdTP4xHVqQQlDx03CviUmvBPkVITXhidIUJXOBNehYEmudmfMYYxd7WUVJ4igneR/KSAHPPrvJmvFZvnB/m5vvG+KJo1W0jmnUIhY6ESfDs6fPPv+KPyQO3+/4A98LKH5vAA4wOT5Ae/of3nvmZhPf/vVVfz1SOjY8PDTLg3sXed/nqty3o0bZ8VhRhUZJU/EMFV9QKUnKiddhpaSolqBcMrm3uKMTQGMTSmlQTmIulE2tkCypKoLcqiA2Y7RbH5xCz0YqxfU4WMnlEsvk0iyK4LYGNtZANM8DHKUzM1EpddIGoNHa0NWSQAv8RDqMYoOKbetvLA2xFKjUmNIUonXCmeNEw04TzVjnkdyYFPTWw1snPtxGS3RssoqTSWXGNGFN+bgEEecafmwSmzWlibQoWKwBqGSCSSbgdlCJv0oncFg92uFXX9zi0tNneN/nAw4cajA2B1desnJmX9P9vTe9/TMf+B+/+RPfKxh+7wAOUB77Jf7twx//500b6sFINfg/H7l5pr595yjNRZ8zJu3+RFvuJeklEZT9xMyzrKhVoFbSCcBTjVsnCUs+gpVGUJEALpP9Cvt+rBqQA7zHL1wWInYG6GIkF30A77d2MwU1JenkKy5TSmhSnvFpQq0sRSjctE7ty0RSzrcRVWlNrFXGwXOpMP2dQsRObnExgqfbpLN5TvtYUi28eDNGoGNjK6+G7AqSPlcnNLiOsJ6COi1WKZSQVhdXBikdYi1odx1m5ss4ziAjlYjXXR9yx+OLHJo5o1lvrPv1K6a8D193/cu/lxD83gIc4NpLp/XoKvWRO++YiEYG/H961un7SwtLDnMLmnZgm4bCyILDLquyAK9XBI2qplbOXbNsJDSZppwWL/I5RZ0AO///qTKBtMWU4ipv1Uc7itPzqnA/i+TZXGZejCruBpXK5AMDiQavMrqUrlCwII8K3Df9qHU/4JL+k0IUj7PNxikl6b+frEdPI3cW1S3ItSbrMDulD9HkldM4+ZhPZJBNQDmOwXcFYQJysEHAcWRWTTZGECzZyfp2V3ByQXJ8vsOFZ6/o1EdX/MIN3yh/fLzReVrTnh8KgI+tex0f+tC/x3OLkx8///SdsdTRvxw+sq+0+6DD/KKP5yke2xfgJX0nZV9RS8A9WI+oV6zM5rkRjrSFkHQSPO1dLoI6nzgR2eeeY9ixW3HXwz4dbTv/imu800iu0iHjJJKrrL+bZMC4t0e8ONibR/LCNLosrKcuVlQTehBn1MIsE73JJcAsqUwoSpyuCzGF6G+BHemkdJ7drA2ELcJILjkzYvOGkB1HgWRfanEBQAr0WOevp86KQfZ7jrIJf8czRFqDiZBS4HuKWlnY3m+3y86DNXxPMtcKeXRvh7Vr1nUiseKnfvn5K294YOdMfNW1r/pew69o9f+9O17zmh9ny7o98Z6Z531i5dTwzwyNrG555YDRkYDN60LmgxbtwOB71tBzsKYZbkSMDnSZGFlixeg8K8dmmRybY3SwSa3cxXPjbLdPsefD6N5LtTF2Z/qhacnhgw4YhRIiWzEuCzRFyd5mqV4/lJx7ix4Kk29syyws+vT33nYBe/RTg+zWQz8KbqvpTffy5XTPaBTn91Nway3QscgAjhCsXhWzaiyGiF6nXZlfCbPHiN1l2o1goSM4vCjZMy/ZNSvZNys4tiA4uWCYW4xpLkUstQ3dQFDyQxq1Y+w40OHoTIul1iKbTlvTaoyO/8xPvuqiT3z63un4qmt/7PsBve99BE+Pa5//szx4z/8xW8af/Ojk8HpnrhW9a9++hYFqeQHlOFR8Rb0iGaxjwT3UYXxokXKpyfRCh7gVIwW4wmGoWqcbOqR2mmmbaZzIV0LYQoj1mM4JTYrYfGdm72S+yuhJfpNyGf4tcjqf9UVnNCm/n+UApDlAqibrxJDSgugUkNPbM25MMaoXebtVW6JkJtUqICK/FaK3Tl8P0zvill7FXJnvEM2OpCU31pKZLgwMLjAqOwgJkfY5MltlKUh33ke4rqRadllsu0jXZ7YTsEKWGB5bNX9kcfRXbv34fR91PJff/8Wf/H7B7vsHcIBzLn4dBx9/Ozfcdta/jQ8tuhecMfM3H/7c10ecOGTthMvEiGJ8KGLFaJup8XmOzDb50K2Cj391jFangu8IztvQ5M9f26UbuESx7WkWYDcFaGsIaiDvU9ZJh1FWc1d2Gl/qJIr3WlA4Ki+7y36Q90S7/s1sveb6xQS3OJ2fYSctp/esH8l7S9JGqjySp2qHeAqg22gbSbsZOE7cqiItk+8rjFaWWCdDlRbYyQysY9fNSJFXNsH21wgMZSfij39yibPXSXw3pBXM87HbPT5z9zA7j9eItEHJEEdCreSxrVzl+ZdJ5oNLTl56RuO3Vo2V/u0d6O8ruL/vAAdYdfpvJG/wkX8G5eybGX+Lo+8YG60vMjVumBxps3JshsOzTd7y7zVuvX+E1YMuW0cNQ3XFikGPex6JqZZcKuWIajmk4sXMNX2aLTdZOweO1JS8ZO8LJMizRR5Pmp7RuCyKq97oXRxkUMXEs68ZKwdwoacvBfepvawUFYye3ToFc80U7CnNspsRbPEn5cQy4eJZFI8FjhTEkbSSniOJI0kcq2QUTSVN5fZRKGEdpjwHyi6UfXuFWmjBUkdQ9qw8W6kL1k4qjhxZiQgVw42QFWOLvOElM5y1/hhv+XDMvul6MkgdEsYBXmmKK6+6bNofufwPMOE/r1s7+v2G2jMD8PQQYgXNZvt91119jdi82v3LT33uc2PQpl6b5RN3BHzqziEe2zfE6eOSdWOGqTGXDaskpVKLm+7zuXCzy5pJzeRIl5gWOw6O0Om4DDXsu+c7MZFWtmcaay8hpUJKmbjTJv0jhfu2GlmgLKoYwXvlxBTQxS0KPT4q2YR7+nnv0QN70/vFnq9lFsokiWYKdNtlGGcr+ywPD6VAxQIVS5zIEDp2qiaKJTpWiZuV/btK2BPccw3lkmCgKhmsKVpRxB1PBARtl6GaYHLE5YKtLe54xLDnkMOGqTILLZd21+WyLTP81WtP8sm7Otxy9xDDVVi32mPFhqunt57xrD80xrzP+x4Vcb6V4xkDOEC9XsaY+fdu2np+dM5R3ua2vzx0ywPzvO/GceabPqsHDFNDmpWjHhtXK87ZtMDn7lvi0PEhtkw5OAqiuMO/3WZ49AnB6as0Uih81xaJ4tg2VQWB4faHPaaXPDxHWCOhxHDdcSz4XUck00O2Q85xpAW4kj1T9z1Rm+SjMcs+v1P7FvPDPMUXsgYpirMMeVEmpSyxBhHnA87p0qe0qqiSYpO1ZpPEsUMQOgxUJJee1eX2J+1SSiVtB2fZg0ZVsWrSZcu6FqvXzPKxm4eJtF1Rs2pCsGZ+npvulBhjt2y4TgVHabascvmF6zTEXVqdNbzo+mfNNsYv/N0jM/E/rZmsPpMQ+/6oKE93CDGAkkMfvO7Zl/7s1OoNv9kYfm542qRDybc68kBNMTnqcNqqDp14ltsf9hmqWvBVShGtMOTuR8scnxG02jGtLnRDmRjV2In0KNbc+bDPfMuj4iamQo59Yz1HZGZC1mdFJt4qCdCTkbniGFrKt9PDLAthThlgXu7o/4llT4a0E9DkEdxuJisOK4jeWygII0kQWmu2MLLdfvWy5NIzApSK0MY+cqVsz33ZV1RKghXDhsu3hpRKIUtdQaw1cwslrjgjxim12HU44thJzVzTQWvBwqLDY7sbvOS5V4Vbtmz+zfGpK352cqTxwWca3PAMR/DsQThSP/bok58eXfFK7zz9eKtc8t75xI47xOFjLSn1KCtGY9aunOXjt0PYKTM2pahXDLVywFw3BKHwXZlk/Dm3FcImm822oRW4oBzKqZFn0rdt/VfSaSFrHOQ5NoK7jswSzjQZLQ4TQ58VxCl4Ft/0uWfjl0V6I5b/PyTRWwCR/Wrv/xC5+5aQEpnsvvEcnYDcIYxcyq5msBLS6eZ/wRa77JWgGzgYrfC9gOZ8hcWW5visw+qJOhdtXeCTXykxMSTZOOVw/5MRzXZFn7XtWWblyq2/ds3VZ37g+PSRwBvd8EzDCvgBiODpsXXbJo7PHQoaQ+MfXLt647brr1rzxxvXrGSgFrN+xSI3PRDwma8NMTUkGR1UDA/EVMttbrnfZd9hj3rZFAx30vJ9TLUcctN9Dg/tqlFxFRUnmd90wHdy8yCv4LNiO+NkzxiaUjlFgWIimG8O6+nkQ2C+eQDPjhToRd+VfpCnWngawaNYE8WaIDIEEQQhdCNBNxB0A2lvySKnbuDQDRzaXZ+zNxquv3CRblcn7QJ50htrwWLbYcOk4DnntWl2NbMLMdOzcOREjZdepnj2hbPsPBpzfCbAK68m8k//46mpDdtWrhj94NHpPcHKNT8Y4IYfkAieHmdt2wbQvveO9+y48IrgLfuPneOdd/rRN96980H17htrTNU8psZcJkZg5WgbIRc5POujcCh74Loytx5zNSUvItYBB6YdFsMSNVdQcbTtOU83NCe95p6XRm6V8PFC0rlMESTlxKn2rFWya/1pRsae6kjbCewWuGKlNG0RyP9nHBu0sElmvmlB9o6t6VT7l4mBpm1l7bouncCnWnaZGutiVEgr9AljCCM7DB0EknZXobXP5PASsQg5NKsYakTsP+owMjDAr/zoIT50SxldPjeeWjH+5zsOtN/ywJN747PPu+KZhtApxw8UwNPjost/kRs/8+n41T/54j85dOSkc7C95rfP3vCAP1FaYuWoZHI4oFGb48HdIV99aICqL23XoS9ta61vwd2odXlsf8yNdwwRRyUadSt7lVwoeYKSJ5O2XAtyN0kseweI82plGqkhL2WDBaRTaHjKtpHx9DgvSuOZrXNRm1d58QkKOjlWpYmlQCW6uKPTTQ1WD9eJSacQym4wczSe67LU9mhUS7z48kW++PVFdh/0aVcF3TDdagZLbUWr43PVWbPcfF+THXscjs8ZKiVBtVzhrMoGfuYlF3ZP2/r8v65Vx/7k85/9FC/4kR99pmGz7PEDCXCAF77oxRw61mTlePeNr33Vc+RFW9df9sA9n5c67lzWbE877/60Ys2KGhsnNIvzhmrZsXs7y5pqKaJeCVCyxRfudfnG/gEGK5Kaqym7JgN3uSSSFeQKzxVJcadgOOSYDOBggWPipKiU9Ey7xoI/UnlX37J8vK8Xpcifc6OenAtnio5jqYqO88FgnZxcUhpU0hdusqqmIAyxsqC2v6uUwnUtF+94HvOLZU5f1ea6i+f43wcazLddBjuaVidmsa1pthSLLY/5WY8145Irzpjnjgc8/PKa6ORS6c6xtS/Q5cbGOx9+Qr7RmDmEGHym4fKUxw8swAGmJurp3T/83Gc/zdSaC+ow9w+Hjjo/XnZm5WBphqEqlI1kqOEwWINGJaZRDahXWtzzeMSn7hzGFRWGS4aKZxIHLJK2XIdqJWkQSrz4TGKe7ybznr5r+bwGgjBpaIqgGwLCghpAKUkUmZ4GMCh0MwJZu2xa0Ck8V5ENUggch2RMz9IlgEBowkgnVMIkVsfWF8ZO40tE0r5qNHiBLfAIIXGkHQz2HUXbc2kulaiVq7z00kW+/vgsDz05xmAbqi1NeTHi5ILH9FyJVlhh5qTHxokhrrp0UK9dve1jEyPDv3To8JHmNVvPe6bh8S0dP9AALx7X/8iLefTJ3c1S2f/18sDGnSXvvjMPTk+/dGZmH1vXKKbGBOPDEQO1gKF6h060yHturPPInhFWjUDD10llLonevqRaVgzUBAO1mMFajBQxB477RJHVkcu+plqKcR2NNoJWRxGEgk4Xmq0YKe3fwlhL59hLeDh5cpj2op/aTWgyGgGpkpG6eEn7GMuKkmdpSnNJ0GrFtLuGdtc2XLnK/g0lrdNAFMOh6QglbDemHXVzcR0739p2FV5X4SiP6bkaW9dE/OIL5/itd9WYWSpT8zVKRkgBJUeybqrE865cg1Irbrj68nO2D42M/23Q7TaHx05/puHwLR8/NAAH2LZpA8CJr9y/700bz3/Z2uq+nUwM735pZ/4J1owdYnK0S7NVI9IBH7nZ456dI6weloxWLLizaX3XjsPVyoKheszUeBchm+w6FHJsZpRauUS9BpVSzPBAl+FGJwFPDYThgV2ahTlNoyqoV12EVPieIEq4b1qtkT3tsilpTwYOjCFM+rtThyuR0BM3eXz1imCgphmoRcwsBOw6KFjsGg7MWLo0VjMMC3tV8l3FyGBMKBfZddCn2XYxxtgebc+h7EtKoaTTdVDSJDmC5Nz187zmeSf5+C0r6UTw8MGQ4bmQcnmEs865hivPWXPDitWrfwPa+4RY/0xD4Ns+fqgAnh5Xn7+WxYXZfeeuPfN39+2vfzAKN77h6OFvXHXvjoeJOoaxUfj07aOsKPuMVnXGoV0lsuTNcwWVsmGoHjE1usCdOxb591sbrGwYTl9rB5ob1ZDBepPjzUXueqyBEztcuKXLBWfM8IFPDzERKISI8FxB4KvM3Ukkkz2OSneCRkgZk+6GR0cYHdHViiC2XZDpxgcp7UlY8m0UnhwJGB2c50v3h5xoDnH+ZsmW0xa5e4fmxGwNR0GtbMfm1q8QXHZOl3+6KeD+7cNUfEOlFBFUZJI32JOwEzh0Aof5ps9Qo8RLLplh+5MtRvwSF46V2Lj+TM7Zuu22Rq3xt35tw0PHp8N9E+Prnum3/Ts6figBDlBrDAHsDCOzU0m2HzjWXrFq01nvFp3HT/vS7Xeq0ZJHvdSl5Hl0Akk3iLOJFdttKKj4hpGBLqgmX3nI5ejJMmuHrKFmydeMDrZZDJr81UcqLMzXuXKbJIwU6yZCTrYClClRK8fUKopIy2xjg/Xjtoajnhvge12kH2IcZWcdgxCiLoF0aMWKemybp2xxyva++K6gVo4ZHegw2Jhl5/FBykoy0nC4/FzF1efP8GcflEw3qwzXrS4eRpIVQx5Xnz3P3Y9UObnoM1S3Fc9UoUFYJagTQKcrabah7A3wnHNiBkYujp9/1Wk7m0vBL28767IjwA4hvnmx6gf5+KEFeHokSdiOHXtmd2Di56vYnVq1/oKP3X3X1xqPPrm3im6z2BFMDrbZe9gHHJbadiax7McMD7S481HNXY9UmaxJKiXrMz5YDSmXFvnkPYLtuwY5d5XEVbDYVpw5Jbj2kia33VOmE1gNWWu71Eopg+fE+F5IpdShWm4xPR+y5wmPI7OS9RsCygOanUdDjs/AAjVqjqDumWw7sJIC17E5QL3a5Qtfh0PHfc6bgjCSLCxWOWfjPM89b56P3VJifknR6WoW2y4z8xUu3zbHxWcuct9DJVaN2B7FWjkmCGPakWbnUc1EI6K5JJgcrbCkNyy96MVXLczM61dMrll1aLWj9v2wAzs9fugBnh6b1w9hjNkHIwd0tHRGGIhLL7zg8vccP/pYtHfvk8PofXWMxPVD7njQZbMyDNRCapUlTjQFcegxUIZyye73Gax3OLHY4ab7BhgpK+pli74gkrjKZaQR0AkNYSwSG2Q7HeSq1M2qzVJ3iY99zeGjXx7invs8LtiyxJ/9zgznb9bcdZ/PR7/c5nN3jzEXDNCIBGGsM0tlKa39W8kLOdF00KHCdWzfy2JLMd+sc935J7jpvhazrRpLHU27a5hf8pgYLTHaCGkGEXNLDnFsGKy3uX17TNkvcWJO06hMNTdt2zxz3hmbHNdRv1gbOu2uLZsr89qg/7OAG/4TARxSWzb0zt1HZgeHVnyBeGHzlz/xL92X/cLf/c7//eKdP71yal9YKx05/dE95VKjEqKcJrdvD/jqg2V8pSh7tmzfqMYMNJp87n7F0eMN1gxaU8owhigShJEijqykmO4dkSLp+/AiBmptHj/Q5r+9d5jHDw8Sdn06KqZlIiq4OF2fCze5nLUu4meuP8zv/KPhwP4hRiqCKBlRs8/HJqqOsk1g6cJb19GcXCixcqTBxVuW+NI9tl+k0zW0u4ooLHPV2TPsO77A3Mkqc02JUBVa6M7EwPDjL/uRSXdkxVUffPWv/eX/+vDfX+ivHB/oBGFTC/HMN0d9t4//VABPj9M2rAA7+dXas38vnuv8lUH91YXnrlbV6uZ3lgf8zZ7Zd8VtD+9S0sCmFRFe1KFWdlDKY3Swy4lmh0/dNswZKxVDAyFHTsYstn0bsVNQy8IsZ1IYqpUjfG+Rf76pzM4D44zXHUoNw7EFhXDKdLsVTs41mJ6r4LkxmyYXeO21M7zxPRWaXS+hO+nEjh03y2yWpaBeMVQqTfYccVhYHOZlzzrK/TuWmG4OoI1hfinmwZ0OxxeqXHqaS/08l8X2unhyzYavXdMwO1pLrdd7biculUp8/B/+yEyu2Nh6pt+v7+XxnxLgxWP9mnWQ11SiOJj7pa1n+UMHD534i/t33+TV5J5YuN75rz4nvGDPvmOEQZuTzXk+e6tHc8HjorMlF54ZcfN9EfNNkh7qGMeBsisoufniKc/VDNTa3P2E4f4nR9g0oZgaAt+TDJ4Ap+Qy36qz68AIB6fLlDzN5EiZ8zZMc/7pC+zYM8rqyEbwSAs6gaTTdYmiLsZYj8DBeszOo3DzvYpLN7lcdYHHTz9/gU/fpphbqGBcD+ms47zTuvftOxzff/WFq9XE+uuDWEz+tzWmM7ty4pkbPngmjv/0AO8/lDcIMAv8CsCtX/kqsZZXrZ+cva421HpF2Y227D0+y3hjB9vWCUYHYkYH5ghiRRAOUCkJapWAimcYqkmGBxStri2h+55GOV0+e08VN/bZtk5x+jo7BC2dCOU5HDpWx5eGB5+MAZdt62ucsyngRy6ZZ/uumG5oBzkqpYgTc4LZhRJBsESzY2h3rYllFC5x8FjIsVGX/dMDSDHML//EabRao6yc9J840ax8bMO6+hfXrDe3nX3xD14D1Pfz+H8O4P3Hs6++EuC2Y9Ozt104Kr5acoON9b2zetyb1vtmxtZfds7gH0zPPITfaDBS69DqHuHQdMDiksdwHaYmNV99xLB63DA6sISUEQenBxitS87cKJkca7H7sKJeF4zUPI4ch+FGB983PHk4ItY+U2MVVo0sEWvNsfmIM4VixUiTOx8uMT5oK6WVSkikIzrROM+5tMHxJc36VWdTqp14y47HWnte88prZNeMy8G6uwv4Qrk6+Ey/tD8Qx//zAE+PibEhgC+kn4edaaQsD8bBrjtvvnMJvzYQvuyq4d8Mdfd5xg259BIDejtTEzPU97mMDAoOzXgcOjlE0I0YrsasmVzisf0ddFxlqGJwpGJxCbqBLfmvGlvkiT0h554mGRyIuXSLolpyiPCQjs9cxyVgiJe84Bqec5VHzY8xuvKls7ftedv+OdyBoTM5Y9Oa2867uDM3PDH+TL+EP5DH/w/wpzjc0hjAHPApgPm5o0jB40dmookwkHp4ImD3jr2US/M0Ki6VsuHAtAkvPv/Zb778wrkXjZZV6A4EuHW4eIthbkkTRj4LSxBomGsKLjm9w4Z1gqFxjzUr1rkvumbFZx574u43x7HjRqaEERLhNDjz9HNpVF1CHckT85Vjh5pn73npCyef6Zfoh+L4zyN4/gAcu3d8FaXExGduOzgwXMb4lZi9hyXPPS9gtmnohBbg7QhmF+C55wXsPQKe67F2ZSD2nVg/LzDHrnvu1c/0U/lPc/x/EooJB9RoEjcAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMTY6NDQ6MDUrMDA6MDCVAOdtAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDE2OjQ0OjA1KzAwOjAw5F1f0QAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
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id: 19466000
{'hecke_orbit_code': 68853694479, 'n': 1, 'trace_an': 8}
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id: 19466001
{'hecke_orbit_code': 68853694479, 'n': 2, 'trace_an': 0}
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id: 19466002
{'hecke_orbit_code': 68853694479, 'n': 3, 'trace_an': 0}
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id: 19466003
{'hecke_orbit_code': 68853694479, 'n': 4, 'trace_an': -666}
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id: 19466004
{'hecke_orbit_code': 68853694479, 'n': 5, 'trace_an': -444}
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id: 19466005
{'hecke_orbit_code': 68853694479, 'n': 6, 'trace_an': 486}
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id: 19466006
{'hecke_orbit_code': 68853694479, 'n': 7, 'trace_an': 0}
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id: 19466007
{'hecke_orbit_code': 68853694479, 'n': 8, 'trace_an': 0}
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id: 19466008
{'hecke_orbit_code': 68853694479, 'n': 9, 'trace_an': -5832}
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id: 19466009
{'hecke_orbit_code': 68853694479, 'n': 10, 'trace_an': -6686}
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id: 19466010
{'hecke_orbit_code': 68853694479, 'n': 11, 'trace_an': 10752}
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id: 19466011
{'hecke_orbit_code': 68853694479, 'n': 12, 'trace_an': 0}
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id: 19466012
{'hecke_orbit_code': 68853694479, 'n': 13, 'trace_an': 0}
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id: 19466013
{'hecke_orbit_code': 68853694479, 'n': 14, 'trace_an': -13524}
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id: 19466014
{'hecke_orbit_code': 68853694479, 'n': 15, 'trace_an': -17496}
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id: 19466015
{'hecke_orbit_code': 68853694479, 'n': 16, 'trace_an': 86530}
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id: 19466016
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