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mf_newforms • Show schema
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{'Nk2': 6075, 'analytic_conductor': 30.553395754584542, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [75, 2, [26, 52], [1, 2]], 'cm_discs': [], 'conrey_index': 26, 'conrey_indexes': [26], 'dim': 10, 'field_disc': -178165896849320807921151391316668753920, 'field_disc_factorization': [[-1, 1], [2, 11], [3, 2], [5, 1], [7, 2], [137, 1], [7063543, 2], [75973151, 2]], 'field_poly': [105274575720, 0, 10575941812, 0, 148116566, 0, 776307, 0, 1634, 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': [[2, [409079808000, 0, 48388216960, 0, 442732064, 0, 1478418, 0, 2057, 0, 1]], [7, [-525098700000000, 8426583900000, 7054500600, -16170189, 980, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518135726800971, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 141717600000, 'hecke_ring_index_factorization': [[2, 8], [3, 11], [5, 5]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 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': '75.9.c.f', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'minimal_twist': '75.9.c.e', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{2}q^{2}+(2-\\beta _{2}-\\beta _{4})q^{3}+(-155+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.9.c', 'trace_display': [0, 25, 0, -1960], 'trace_hash': 913852359789789243, 'trace_moments': [{'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 1, 0, 0, 0, 0, 0, 0, 0], [2, 0, -1, 0, -1, 0, 0, 0, 0, 0], [-155, 1, 0, 0, 0, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [224, -2, 0, 0, -1, -1, -1, 0, 0, 0], [-204, -5, -5, 0, -12, 0, -1, 0, 1, 0], [-5, 0, -113, -1, -11, 0, 0, 1, 0, 1], [-1119, 3, -55, 2, 0, -1, 3, 1, -1, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [27, -3, 227, 1, 62, -3, 0, 1, 2, -5], [671, 20, 453, 8, 145, 3, -2, -1, -1, -6], [1782, 55, 55, -9, 133, 14, -9, 0, 0, 0], [11, 3, 821, 15, 24, 3, -9, -11, -5, -5], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [4237, -157, -114, -33, -287, -34, -62, 0, 29, 0], [65, 0, -1146, 31, 119, -12, -45, 11, -3, 11], [22311, -225, -1882, -19, -189, 20, -48, 19, 23, 9], [-14219, -7, 103, 51, 274, 83, 69, 0, -18, 0], [0, 0, 0, 0, 0, 0, 0, 0, 0, 0], [67460, -56, -872, -101, 315, -30, 47, 19, -47, 15], [-81553, 600, -35, 117, -10, 253, 79, 0, 38, 0], [-30, -15, 3399, 74, -2, -6, -90, -13, -29, -43], [-101001, 1023, -3126, 9, 396, 195, 30, 18, -117, 45], [0, 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[105274575720, 0, 10575941812, 0, 148116566, 0, 776307, 0, 1634, 0, 1], 'hecke_orbit_code': 22518135726800971, 'hecke_ring_character_values': [[26, [-1, 0, 0, 0, 0, 0, 0, 0, 0, 0]], [52, [1, 0, 0, 0, 0, 0, 0, 0, 0, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 157481360352, 153386844982848, 818063173241856, 2454189519725568, 2454189519725568, 204515793310464, 1227094759862784, 613547379931392, 613547379931392], 'hecke_ring_inverse_denominators': [1, 4320, 270, 1440, 54, 4320, 30, 4320, 54, 1440], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0, 0, 0, 0], [182, -3, 1043, 2, 358, -18, 0, 15, 17, 9], [-88558, -114, -236, 15, -563, 2, -24, 0, 39, 0], [-31114, 1389, -421117, 2882, -63242, 3198, -3696, -3153, -3967, -375], [12132530, 13386, 51820, -3861, 123217, -1894, 4944, 0, -8805, 0], [69764806, -4532091, 1244093803, -11079758, 144648998, -7623762, 13073904, 8476887, 10471033, -587295], [-6045548182, -5980126, -29077764, 2167045, -69115377, 1189238, 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'level': 75, 'maxp': 997, 'weight': 9}
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mf_newspaces • Show schema
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{'Nk2': 6075, 'analytic_conductor': 30.553395754584542, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [75, 2, [26, 52], [1, 2]], 'conrey_index': 26, 'cusp_dim': 74, 'dim': 48, 'eis_dim': 12, 'eis_new_dim': 6, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 137589948491, 'hecke_orbit_dims': [1, 1, 2, 2, 10, 10, 10, 12], 'label': '75.9.c', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 86, 'mf_new_dim': 54, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 48, 'sturm_bound': 90, 'trace_bound': 3, 'trace_display': [0, 22, 0, -3656], 'traces': [48, 0, 22, -5648, 0, 1998, -3656, 0, -690, 0, 0, 26132, 4004, 0, 0, 633224, 0, 147640, -33770, 0, 182658, -817460, 0, -1432386, 0, 0, 1377982, 2472724, 0, 0, -13374, 0, -2203900, 7423684, 0, 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mf_twists_nf • Show schema
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id: 64957
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '75.9.c.f', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '75.9.c.e', 'target_level': 75, 'twist_class_label': '75.9.c.e', 'twist_class_level': 75, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 64958
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '75.9.c.f', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '75.9.c.e', 'target_level': 75, 'twist_class_label': '75.9.c.e', 'twist_class_level': 75, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 9}
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id: 64959
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '75.9.c.f', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '75.9.c.f', 'target_level': 75, 'twist_class_label': '75.9.c.e', 'twist_class_level': 75, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
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id: 64960
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '75.9.c.f', 'source_level': 75, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '75.9.c.f', 'target_level': 75, 'twist_class_label': '75.9.c.e', 'twist_class_level': 75, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 64961
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '75.9.c.f', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 20, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.9.d.d', 'target_level': 75, 'twist_class_label': '75.9.c.e', 'twist_class_level': 75, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 9}
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id: 64962
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '75.9.c.f', 'source_level': 75, 'target_char_orbit': 4, 'target_dim': 20, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.9.d.d', 'target_level': 75, 'twist_class_label': '75.9.c.e', 'twist_class_level': 75, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 9}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 233475
{'charpoly_factorization': [[[409079808000, 0, 48388216960, 0, 442732064, 0, 1478418, 0, 2057, 0, 1], 1]], 'hecke_orbit_code': 22518135726800971, 'p': 2}
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id: 233476
{'charpoly_factorization': [[[12157665459056928801, -46325504721296025, 1670853137821596, -9885033776835, 91770826203, -3851656920, 13987323, -229635, 5916, -25, 1], 1]], 'hecke_orbit_code': 22518135726800971, 'p': 3}
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id: 233477
{'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 22518135726800971, 'p': 5}
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id: 233478
{'charpoly_factorization': [[[-525098700000000, 8426583900000, 7054500600, -16170189, 980, 1], 2]], 'hecke_orbit_code': 22518135726800971, 'p': 7}
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id: 233479
{'charpoly_factorization': [[[2063400442929152723874628564660800000000000, 0, 65628423254768382466048022708125000, 0, 473892252925773931071771875, 0, 1427282081394673875, 0, 1951248065, 0, 1], 1]], 'hecke_orbit_code': 22518135726800971, 'p': 11}
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id: 233480
{'charpoly_factorization': [[[-594240598735096255000, 986116550482292700, 7973591951230, -2017357879, -8460, 1], 2]], 'hecke_orbit_code': 22518135726800971, 'p': 13}
-
id: 233481
{'charpoly_factorization': [[[1635436155453191255708126817605877721562615808000, 0, 4126351335472596021242774284970032600840, 0, 2950712109008733219992737805579, 0, 630627024275205733923, 0, 45135371657, 0, 1], 1]], 'hecke_orbit_code': 22518135726800971, 'p': 17}
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id: 233482
{'charpoly_factorization': [[[5298042598213451027047267, 62602948185546461301, -3332918694604066, -34508472598, 71967, 1], 2]], 'hecke_orbit_code': 22518135726800971, 'p': 19}
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id: 233483
{'charpoly_factorization': [[[116453703315393871010928348427091578757043238207488000, 0, 19046664570337372958108603479823534467944960, 0, 1065117401408769283654883489404224, 0, 26160051572461073752848, 0, 280193128092, 0, 1], 1]], 'hecke_orbit_code': 22518135726800971, 'p': 23}
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id: 233484
{'charpoly_factorization': [[[859979526809464010965660497429065798561922355200000000000, 0, 79926730222995237945546778316620588076680000000, 0, 640615812883372956908155147003400000, 0, 1846502903948935749162000, 0, 2261313689660, 0, 1], 1]], 'hecke_orbit_code': 22518135726800971, 'p': 29}
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id: 233485
{'charpoly_factorization': [[[9671196653575567037349320808, -92019089931199569085500, -732314663065226970, -168633394305, 1507030, 1], 2]], 'hecke_orbit_code': 22518135726800971, 'p': 31}
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id: 233486
{'charpoly_factorization': [[[197591054921675010155348480000, -2231273958286695654428800, -10638265488751924480, -7245456418604, 1508380, 1], 2]], 'hecke_orbit_code': 22518135726800971, 'p': 37}
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id: 233487
{'charpoly_factorization': [[[409788045208305435073602105527633044615154985076800000000000, 0, 822428799634787426650788649378909201759614233125000, 0, 2007929236379019771757945227128786271875, 0, 478119449022955441208653875, 0, 38200056696065, 0, 1], 1]], 'hecke_orbit_code': 22518135726800971, 'p': 41}
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id: 233488
{'charpoly_factorization': [[[35054775910775595399229053125000, 10601707162446974241682500, -40803504483752970050, -2817964168369, 5873670, 1], 2]], 'hecke_orbit_code': 22518135726800971, 'p': 43}
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id: 233489
{'charpoly_factorization': [[[1062351791631479508258225643369749712111520164019420790918217728000, 0, 694169829272249492991686870111484370264596538245283840, 0, 109496256789756960678985225318122774229184, 0, 6391956912304331593225050288, 0, 143634526671812, 0, 1], 1]], 'hecke_orbit_code': 22518135726800971, 'p': 47}
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id: 233490
{'charpoly_factorization': [[[155256718887885713942131963864045692285443988546746096451861086208000, 0, 24005519081245192528379736107535186042959316008381309440, 0, 1274671372841708907210626771792476924645184, 0, 29998695166228272389279881488, 0, 307776345854012, 0, 1], 1]], 'hecke_orbit_code': 22518135726800971, 'p': 53}
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id: 233491
{'charpoly_factorization': [[[8467783683365447078372116472354661388075269036018013883596800000000000, 0, 2940560937753136630675273556547929727319839361146880000000, 0, 49670372203112885280975474436248943193600000, 0, 320843250834986144056997472000, 0, 924675900073040, 0, 1], 1]], 'hecke_orbit_code': 22518135726800971, 'p': 59}
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id: 233492
{'charpoly_factorization': [[[41923928975835053568452745750995968, 12644872720486270597565174880, -664818626176557837280, -262232849338735, -760110, 1], 2]], 'hecke_orbit_code': 22518135726800971, 'p': 61}
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id: 233493
{'charpoly_factorization': [[[1548485952573134126706619373279499375, 226577314946812930997831597925, -280367454755165318010, -922276924776294, -8134645, 1], 2]], 'hecke_orbit_code': 22518135726800971, 'p': 67}
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id: 233494
{'charpoly_factorization': [[[6120744094147704246774358547177503746581649586362015152704819200000000000, 0, 257855506909776515623589396444322683484941903293623880000000, 0, 1842478639439075440936831775019359359963400000, 0, 4441935277526414236994466762000, 0, 3725339081436860, 0, 1], 1]], 'hecke_orbit_code': 22518135726800971, 'p': 71}
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id: 233495
{'charpoly_factorization': [[[-110039890972642300802071900518565157500, 3804460362769257256434506260200, 111194204501928705641845, -4013383444771789, -26045085, 1], 2]], 'hecke_orbit_code': 22518135726800971, 'p': 73}
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id: 233496
{'charpoly_factorization': [[[2313209932556531246208918855007633152, 1436297101524897578238698525376, 7967814211070078859504, -2629123859289348, -4274948, 1], 2]], 'hecke_orbit_code': 22518135726800971, 'p': 79}
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id: 233497
{'charpoly_factorization': [[[2040445618583653606503710722027956797276333058367486381818122317311049728000, 0, 46547342199773799182013749590550262412501369899938357327166240, 0, 75733404033288377941703305455978890684323206219, 0, 45430562967525984991775945445243, 0, 11487296401038297, 0, 1], 1]], 'hecke_orbit_code': 22518135726800971, 'p': 83}
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id: 233498
{'charpoly_factorization': [[[6309402532174797732851293564566794564348620600309350170707053772800000000000, 0, 43095598607299252530929205121634578712773486868758660680000000, 0, 95041470538117610063124143227798908275159146875, 0, 72840884308228821147779204998875, 0, 17397945815525865, 0, 1], 1]], 'hecke_orbit_code': 22518135726800971, 'p': 89}
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id: 233499
{'charpoly_factorization': [[[-82599286019787416782684432902443815000, -2603607904623279393369344661700, 492427226195857704116510, 5871161717451001, -201083900, 1], 2]], 'hecke_orbit_code': 22518135726800971, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 6, 'label': '75.9.c.f', 'level': 75, 'portrait': 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Xaqz5qpkHVTIZvWWrasU+zb7FFWVU6fq/PEiz7PHkt44WxMqtq87e4m777LUlZTHDs7zulLmovzKbMZuE8sWm65ZoF/+sEVNk+PcWl+nPnlMgsrHq2uJIwkZy8pjpxPmKydpyrDffc/vvSaier8trXjC9/4Sx96b/Srv/7732tI/A89/lQzuE1XaLQ8Aj/9+RcPn7rr7/7Cp+WWtQt3/a13NPXXn1jHStjm+2629LtjXFjwWGnDcjNluRmz1EiZbcDJJcHMdIN/+WNL3Lq7wvm5SS7NV7m0qJlbsswuJlxYSJlvJ4xP9nn1dR1u3wu+LBOogLnlEpcXNbPLgm4ISWIo+YZqKWViLMEAZ2cTWh3YutajWg6xVoDw6fQMW9aFLDU0WCdFGh0IE7BYlpsRG9d4tHsKoSzChNRLHlvW92l0BWcvaVKjmapLaiVB4EGSCLqhZHZZcnnJMreSEAR98BLuuLrDXdcIZuplllbqnJ8LuLQIc4sJc8sJF5fh5JLlVVcv8q9+bIV143XOzU4yu1RmYcVnsSlZaaQ02jGXFg3dJOJ1r4poNCp8/vGEX/y7veSGHWOPReWfMFNrdj7mafsPO33F+jX17zVUXvHxpzbI/J3f/TxCTdBuzf3cpdMP/p2DTx8KJnWbE+cjFvtdvv+eRVbaHoEHDWImxwSgsVZhrfs7hEgRwnJqaYJ/+QnBz/3EHDdtj6iVJ6mWa9QrAbWKx3hdMbekmF3RfOvxEl99NGHX5i57dyQsr/TYtznkh95siBOFwPKlJ0rMN0uU05AzlxWdTo3rr0qZbyUcPuqxe7Pk+CW4Yw802xAZTaAjpqtw7GKZSjkmUAljNUGjDbfta3PyQsDurYbTl0IOnXR/n7e5z8k5y1gtZLkV8eVvVbBCkaYp997Y5c6bLLMNj5t29tm5wSOJ63R7ZQ6fKjG7KFhYSZlfSZhbNpxbFsx1Im7cvcQ/+5EOM/UJzl4eZ26pzELDY6kpaTQduFfaKd3QstLVfOVRzWJHsHFdG99G+qnnxu554sgX2Lzjxjvf/657zPq1E//4yUe+yO13v/N7DZmXffypZPDPfPZzbNo4rU6evPTPDp0+/49v271fjXllHnlugvueiUn8Jv/sx+a5eWfAYqPKcqvCcrPEctNjuaVZacNKM2WllbDcTlhswvkVgS73ufOaZd5/T8T2NVUanbpbmpd9FpuC5aaTCCttQ6tnaIWWbj9hqh6zZa0BBIFnuTDvIWTA1jWK7RssG9Z0mVsJOXC8xs27LJXyCi+emKRWjYgij6kJQ68P+7b0+eQD4+zZnBCGlukxSZz2qJUCDp3pU/aq3Lg74YVTEXNLPhunAravhy3rIpSKubAIvmcRwrJ1bcJETdLuBXS6Hq2ux3JLsdyApaZhuZmy2EyZbcJSP2XLxg7vv3eRO/dqSl6dy4t1FldKLDY0yy3BStMMwN1oW5Y6MN+RzLctN+9Z4p99sAPpBr75RIWHXuiwbm3E33jf3tSqnT+3aUPlXy0u9dJ73/De7zV0rnj8qQL45UvPgyyXq+rklocePf2+CxdW/vXD+y+y1O+wZ2uXG3ZU+Ny3yjx4VLBz8zz/7sMLXL+jzMLKOEvNCiutEsstj5WWZqUFzbah0U5YaScstyxzTcGljgXR4d13N3nrrYYd60tEUYWVZolGx6fZVqx0BO2uoB9aosSSpqCkJfCgHFjG65Y1kzHa63PycsTBEwEmqfLm2yK01+CZw2NsWw9feyrh7msD5ps9SlqRpDGTE5DEHtpLWFqq8OqbWnzt8Rrb18P+4yEeFd50qyERPQ6eTDl9oYSWPmsnNBNVQTkQ+L5ACUgMRLGlH0G7a2l0DO2uodE1LHUsvTRl66Yub729ybvvisDUWGqMMb9cZikngyY02inNTkKjndLoWJa7MNtWzLdSbt49xy98eJkdayd47MU1/N4DglftXWD3+oC5hXFa8QbGJ6f/iT999adfe9umc41mv3fr9dd+r6E0ePypAXjUfgmvus5/7sDhD508dfBXysl+sbxclkfOaJ49FnN8NqY+Zkl6isWO5Hwr5VU75/g3H17ipqtKLDbGWWpUWWkFNNo+K21Noy1oti3NTkqjndDsGFY6lvm24HLTMDHe5fte1eaOvQlb1yrqZY9Wu0TgSUARJRJjBMZCtw8Iw0Stz/GLFmMj7ttfJeyWuWqjz53XdYlNg4eeHefGXR7HZzs0V+rcfl2Xbz0TsHbScvis5W+8q8XhMwFrJyX3P6u4c59iudvi1PlJbtwd8dDBHklY4Y6rfXZu7tNLOnzzGQWp4OQFTb2i0QK6PYmxgtRY4gSQBu0bmh1LtRazeX3IXfu6fN/NCVPVEnPLYyw1yqy03LlZaQmaHWi2E5qdhGYnpdm1LHcls23BYjvltj3z/OsPL3DdtjJzyxM02j7tMGG6Jjl5fpJnDmteOhMRK2F+9Aeus7t2XPNTi73rfzuQl6J779j7vYYU8KcE4FGUyk6n9/Yvf+VLV6W295H//DuPeLdf3+Gdd1Q4c3GSF44bzs/FLDQtcQq9SLDQk1xqptyxb46f//ACN+/0abTGWFip0eyUaLR9Gh1Ns61odqHdsbS6Ca1OSqdnaHYtCx3BQgfiNOT6XT3WTaZ0upa33B6ybZ0hSSVaWqIYHjxQ4tx8ifUTCS+eLIGpsHeT4qY9hqDU5ZnjXRYWq1yzrUp9fIXHX/C4ZVeJpW6DlZU669ZZnjqs+JHXdXj6sGbTGo/FTpOV5Ulu2tfl8RdTJsvjXHNVh/lmk6deGqesq7xqj2X3lj7IDgdOC9ZMxswtxDx0wKMfK6SE1Fi2rY/4vtsj2h3FhgnDTbsgiiosNyssNwMaHY9WV9HsSFodaHVTWp2Udjel1TU0upblnuRiS9Dshdy5e4H/+y+vcPOuEnPL4zQ7JcLQI04U8ysBZy55HDyRcGqhw5vvWuGOPR599cbY98v/4DWvedsJPyh/WWltvtfY+p4HmTbpY0zvxxYuPv2Lly+enDxxZo5NExUeeU4hbcR12xLGqh5TYylKpnT6Fl9b13AgFU8fW8s//KjmXXcu84HXLbN9Y8TsUp3AL1MOfCqBR7WsaZcltZ7HWFXT7ad0eilrQ0MvtLT7AcsLJS6ct0SJ4eJsQhBYQOAri5aCbk8h8Ei6mhu2CXZusGzZ2CVM23z9acWRExO88eaAm/at8PGvW3xRYdvGLi88rtg4rpiudympMlHsMd+Gakmzaa3g+SMRN+0uc8+Ni3zsKz18r8YbbrN4QZdvPxXxtServHS6zI4NFbatT5mZiNg+HXPtthSlDFpZwFIJAmbGA6LYo931efG4R6ev6fYUnb6k04NO39Lpuu/e7qV0epZWz9LowUJXMbdiqYw1+ek3L/D9d4Zct6PK5cU6zU6Jdjeg09d0uprllqbREViR8Pa7O9x7Q8CZC1NcWjzoWTnxi+14//Jdd9z2dxaXw49NTwb/+wJ8abnLStv+5a9+69GfryWfn9y9wWDiOpWSJfAFl+cCxgKNFIJKSWGMRUmDkhYtLUqm+FLywvEZnjtW5filed51V4e7ru4zXquz3KxQbZWo93w6XU07u9i9vqYbavqhpR8ZotgSx5YkdUeU+FgDUgk8LSj5gvGaYKIG66YNm9Z2mZ5o8o1n4OHnPKQZ4403e9ywt82jL8VE/Tp33iBo9nrML1W5Y7dherxLWQf0E8VCK0YZwQ27NZVayLNHS7zmpjFuv77Ns0cV2DFuvtrnJ962zLeej7j/6SqHz5XYMqNYN1lmolZhrAblADxtURKMhcOnBWkqiBNBlEAY475jmNILDf3Q0O0buqGh04NWCAsdyXwbQtPn9Tcu8/a7mvzwGwxJUmd2sUqrU6Ld8+n0PDo9RburaPckxsDWdR4bJyY4dtrn7GXN5aWEgycvsfbIFyZv3NX5tzv2vEHbtPtRoSr/+wHc2gtA6yf+4MtP//xHP/ngGj9Y5m++G27Y5XHqYomJWkA/BIEEAeVAYa1FSoGSjrm0snjKUPYEi90yn3pgE99+rsXd1zb44OsbXLu9w9R4haVGhXYvoNvzMmArd0SCMJbEiSBJ3FKfpxiVtGgNJR8qZcNkLWbjmi4JHY5fjPn9h0qcOl9lPChzy9WaO65r8dSxJvc9Uee2XSW2rO/yyQcESgTUazGNToixoATM1Lu02j4mKfP2u+f51Ncq7Jwr8dbbukTxEg8dnCJOS9x69RreekuLXZubfPvZLi+cr3DgtM+mSclkXVAJBL7nbkIpQAiLsWCMJU6ymzW2hLG7kfsR9CJo9wUroWC5DUL3uXFPgw9+X4O7r06ZqpdZaVVotssZa3t0esOVoNuX9EMAS2o0R85o+qFhsRFxetZgSyHvfs0Fli98fU27x8/7U3fbw6fmf3PfjjX/ewD8a1/5ON93Z4/ZU1/78cVl85Hjh05Ml0WLw2cnue/AAn/tbfMYu4ZSUKLVkYQxRDFIqRACpExRUmTLs8FTlkBbylqw0lcsNSf4zINVnnyxw53XN/jgGxrcuLPJVFomSQK6/RKdnkcv1ESxIk4kSSpJjcBY4aqgwhL4hkopIfAjfC/k4lLIV/ZLTlzwOX1hAmUCdq732bddcfPeFipY4ODJGhvHK1yzA9bNrLDcqnPtRkliLN94OiDsSsarCW+6tc+XH4o5N1tjz1Uelxt9Dp3y2Lx2guu3L/DoC20ePyQII5+92yfZuzlg76Y2Jy8vc+IiPH2kwvFTVSpaEGhJNbCUPJCOC7DW3axJClECUSrohIJWX9CKITIJxvZ51a4WH/y+Fndfm7J+MqDfH2OpWaLdCej0fbo9Taev6PYVvVAMwN0LLWGUEieWKDa0eylzK5Yjsyk/+a4VrttW49AJy/EnH19jK/MfEV6Q/MP/8KmPX722y4//6F/68wvwL3/xc1xceJivPXTrDy8tH/7lwF4cHy+NsXdrBaVinjo4wdtvn2XzmjZJKvGUR6cv6UcCHQqUVCgl0MqgVYqnBb42+J4l8CwVP2W8JGiHHiutCT73cJ0HDvRZO9Hlffc22bu5T7/X4Zrtls3rFGHskaaK1EhsDm5p8HTK2TnL6VlBo2f44qMVLi5OYCOPiZJiw5Rm6zrNjo1wzc4WRi7y61+usrw8xm17NdfsbPLtAwKReKyZkFQrCd3YR1oJVqK0T7MvmFsWXG0r3Htzm8eeLbNh2ue2ayb5S29b5Le/1ubpo1U6fY+lRo3tG8rsWd/l1t1tfuA1bS4tL/PFRwOWugFnL3tcvOjjKYGUEoHAWEtqIDaWNDFMTMVcd3WXMIzZuznkPfeGrBlTTNYC4rjE5YUS3Z5PN3SrXG8AbEkvFPRCQT/ErQRhShgZwtjQC13m5twibF7X5s49JQ6fmuH4eY8jp1u04senb79x/S/fuGlnfOr8d373M5/+PO9937v//AH8Y5/47/zB82XxAzfc/N7TZy/+xrNHzlX+wl1d9kz6pKaK7/lcWDRIKwiCmHolxhoHaq0lWkm0EsNnLfB0iq8FvmcoeZZybKlElrFSykRZ0I0k7ajK6QtV/s3vToJJEEnCzdd12b4uIknAWIO1rogjhUAqgfZ8jp7zOXyiRLWkqfmS6YpgZkqyZlKzYUaxdX3Knq0NUrHEf/p8nbPnxrltt8febSm9pM0TBwPGyx5TY5bxWkSl7KSQMZJmX7HcsSw1U5qdMq++psH+w12OnFOM10vcevU4H377Ev/lC/DsiSqdnqXR1swt11k3XWHNRJ+tU33+3nu71CtNXjgNR89LPM+ilEUIA1j3j4UkgW3rUu68NiGNPeIkwNoK/chjdtGnF7oVrR+pgXzrRYJ+KOhHkl4IYWTpRylhaAgjQz82hJF1er4v6CcwiebspSrnZz3Oz8Ycu2SoTkQEnBpfXBz7jc0b35K8573RZx7+zu/Y17z2R//8APxXf/tT+OW16rrp0+8+ePzsxzeMHS2tm05pdDq8apfAGMFEPeCanZpAT9MPDYGXUi3HSGmRSmV6W+JlmtP3FKEnCSNDEKWEsaUcO1aJIks9gTA2hAlEiaAfS8I0IE5LHDlR5cARSK3FQdtpY0+Cr5znoxbANeuhXoaxqmSippga16yZhC3rQtbPNIjtMv/p82OcPDXGTTsUOzZJdm5a4TuHEuaWxrh5u2Sibij5PQIZYJUgSSXCWpI0YqVTYm7J46a9ZW7Y3ebRZ0usnRBUSjVu2m346Xcv8ctfMBy6WKPRMTTaioUVzfR4lYl6mYn6GPVKzEw1ZutNEYGX4OkEpVKkcMGExd1UcayYX9DEiSJOFFGsCOPsOZKEsTNZ9SNJGAkXoEaCMLIDtg6jlCjKNb3T9b0I+jFUPEHSq3Dfk4I0DZlbgZPzhtdub7PSSXnmuYOV972p/fEnHtxg1kxu/vxTj3wive3uD/7ZB/jHPvEJpBIq7Jx5T9yb+9gDj18oGV2mFYYcPFdi37YGV21OmR6vEcYK3zMIYQj8GLBI6VjJUwpPW7xI4nvCXQRPEPqKKHZAj2NLlKQuK5IUjhSS1JKmhtTg9LZhAG4hQEnQEjwPAi0oBYJKIKlWFGMVycSYYM1kwtZ1XWrVBp9/LOKhg5M0Futct0Wxdb3Hrs19UtHgG09XqHqamQlFrdLn4Elcx/1mSzdUXL8r5rqdltnLKQsrPr1+hTff0uaRF3ocv6ioliWBX+faHYZ/9eNLPHiox5cfnGapZdm6JmWlqRmvK8aqHrWKR7VsKQWGwDcEOkUrJ7WkdNfAWlzByggSI0lSQZII4kQSJYI4loSxy7xEsSCKLVEEYZwSxYaoQBxhnB/Qj6AfO/Y2Frqh4MgFQ5gIFruW9WsbvOuuFmvGNDft6pNEJ0tHT3q/s269/ovr1lQ/+8iDv5Pefe//Wib/Xw7wW/Z1ZK+ffuClo/P/TUWLpa0zdU5ejFlZrvDS6XF64SLvuL3Ju17dwfdKhKEmSSVxqtHKoLRBa4OnNUGk6HsZ23iSyBdEsXAXJ1bECUSxdBmEZJj2S1JDmrrsQmqzTMnAkCWQEpR0ssfXgsCXlAJJtSyoVyzjNcPayZCZiTaJbfCZRyS//bUp1pRKXLdFsGW9x7YNhq3rV/j8E5bl5RJ71ykm6lCrxMydkcyvBPjbIYwFM2OS8XE4ftqy0jLMLpbYta3E625u85WHS0zVIPB9lBzn2p2Cv/LWeTw5z5ceneCliyXWtmLWjCeMVRW1sqJSlpQDTeBD4IHWLsMkBUhRADnuxk4NpKkgScmADnFqiRKIYxc8xrEhyp9jQxRDmORZGZeC7CWCfizccyqIDMSRxQv6vPveRd55W59bdlVZWJkg7lc4vxjwwvHZ0q5d5jf86iZthfd7OJ75swnwSyd+F2PMj7eWj/z7qrpcT8fH2LFJ4nuWyWrC+JLgmUNrePJQwGJrlr/+riVmJj2iOKDd8/G0jxd5+DrF1ymRp/FjRRhLIs+V0h3jCMdEGSslCcQppKnLJBjjAi5jLDbPA+KYWwiRBa4CTzuAlAKolAy1csJ4LWFmvMf0RIPHjkT8zn1ljp4eZ9uYx851sGmdz6a1sGdLi27S4qnDdcrKY2ZCMV6D8VrIxFiC72uEcDdXL/RZbsU0upZmJ2F+xWfLuhq3753nvqe7HL1YpxLEeMpHiDF2blT86BsWedWeeX7nvhpPvTjOUkezpp4wXkmolCTlkiLwBIHnZJxWEqXI0ocO5Raw1rrVKwN6kppsdctSi4khSR24kxiixA6P2GVl+okjlW4iaCeCTgL90JAkEZOVDj/5tiX+9g/GJPEUJ89Pcn6uysUFzYW5hE7f8p3Hz9fXbRT/ac/V1/kf+bUv//Y/+Mm3/9kD+LGzi3SE/MtHDvzez5v2S1P7tnksNhUlv4KnPLSSGBuSpJbji2P8xz9QHDk9z9tf3ebeG1usnfZot0v0wwA/9gh8jzDSBLFL70W+A3gcS6LELbtxkuW0U7LUHxlzy6wZIgO3K1JmzA1auYKJ71lKvqFcSqiVEibqIeunW8w1u/zKFz2+sX+S5ZUqV80ItqwRbFzjs2mNYPuGPtpv8KmHNKfOV9m9VjJRk4xVU6QMubhgCbRECrBWEMWarWtaPE1Kq6tYaVnmlsvs3lTiB+5t8tlv+5yZC/B0jBAexlaJE8nN21fY+kMtvvFsl09+Y5JnzlTZOCGYrqZUSyklXxB4At+TeFqgFS5wlmLgybC4m8xYXKYldYDPQZ6kTtI5sEOUOq9LlBePEkEvgXYi6STQiwxJN2LTTJvX3NTg+1/d5XU3SOJognOz41xaqHB2VnFhNubyYsL5JctsSxKJo1Ovu3v9R37sfW9Xf/+vXPqoEBv+7AB8aalF4Ht/6av3P/jzn//asTWzrYC//YMrXLO5x2Rtgmp5DE8HtLuauUbMVFlwqVPj0w9qHn6hwY17mvzQ63u89fYmU+MBvX5AL/QJPI8o8YhiPQiUkkQRp5IkkcSpIEkkaSpIjRhqbSMYqBLrmFsKUCrX9wbfMwR+SjlIqJVDpsc79OIe3z5o+f3vjPHUi+NM+B7XbrSsn5SsnfLZMCPZtDZix8YVXjjT44uPzDCmNDNjgnpVUK/ENLspX3uiRM23COGA1Qs1b78z5KtPOk9Ms2OYX9FsWlPjXXd1eOpIm8PHfapBgpLCgdxU6EdO6//o65rsXj/Ppx5s8fhL45xbKbOuLhgrWSq+oaQNvgdaCZR0N7JjcsjtRyaTasYMV7gkA7ojCIhTQZxmwE4F/cSxdifFxTxRRLXc5f1vXOEDb2hx8y7DzLhPo12n0SkTRprFhuT0hYSzczHH5wTNKGLftgZ/7V09AvXsmkMvbPz5PXtfb/rd9m+VKrU/3QC36QqpvYRSnR977pn9/+7Zpx6dWlnsc3F+gn/8GxVu2LXC++9Z4IZdDbasK3P4fI1mz8eXlokAVmSJ8y3NxSfLPPlCh89e3+Y9r+vxpjv7TI77RGFAmHhEsUecaOIM6EmqSNKsYJMOAW5sxtxm6CkTwmZBZVYN1QbfSwn8mHIQUSv3SOnxrWclv/vAOC+eHkPEAdsmLOvHLdPjiplJn3XTkg0zMVvWtTi/0OZXv1wlCcts2iQYr2nqVahXYoQX0epVGa9ZhBBYC3EimQwUiUloxz7tbspKS3FxoczVO2r85DsafOT3As4uVNEqzm4MTZKU6EeSdVMBN1/V4rodHQ6dvcjvf6fMfc+Mc6lZphooaj5UPefZ8RSZrSGTZIXrZQBr3E2XGkFqIUmFy5+ngih1RaJeKuil0EssSZJg4pCpUo83v77B+17f5u5rE+olTRxXWG6W6YUBiZHUKzGRafLgS4KlruWanW3ed2+bG7b7lLwpjp+zfOtbj605eUH+uz3X3Jo8fuDUf9+ydopN68f/dAK83+vh+RvfeerEo/9l9tTX6hunBK0NZTwVcWEx4MH9a3nypT437e4CcPysoBcLtLRUPQc8LTx6SZ35qMSXnqzy0Itdbr2/w9/8wTb7trRYM66oVzRR7BMlHkkyBHmaA9xIjJVY6yTBsMMHpDAoZV2xSCcEfoKnIlq9mIVWzC99vsTp+QmePTyONT5TZcGaacv0mGCqrpga91g7JVk3lbBxpsvU+ArfeM7wzEvjXLdJMFGT1CqSesVQLUcILyQINFq597cW0lTSCzW9fkxiBO2eod2xLLc8Zpfq3LGnw+1XN/jU/SXKywotYwdIq0lSnyh2PZ7T4yVetbPDq67q8PQ9lzi7IPmd+8aZb1S4sBTgK0nVE/i5DJMu8BwQeS5VcEyeWEFiIDaCMIV+ApGxkCaQxEgVsmGix3Vb3fW4ZV9KvaxJkiqtTkA/8oljTRh7GCMI/Jhb9vb4O7UQISw3XwXVoMpiY4wT5yqcveRx8NQyD73wran3v9v7L/fc+aqVTrf3xT9JTP6JAbzXfJFSdb36+lc+edXTzx+pl1WX9VNjrJ3SxKnFUzG1Jix1yjz9fJnUQllD2TOOUY3LRQfS0NOCjhfQSzyWogr3PTPGYy/1qAYhf/EtTTZNJWzb0OOOa9pooahVNEI4ueKqks4rbW2BubEIaVHC5cwtCciEQ6cl+49ovvJUjUPnakRJhZpWzJQtk1XLRMW6PHhdMzmmmRoXrJtM2DDTY/3MCg+9GPLrX1nD+nHNTB3qVUW9KqhVEspByGPHFP1I41UdqKwVRImkpBU37u7x5MFxZ3zqpTRaHouNgLnFCX7yrXNcWFziyedn8CQgYgyQJJoo9ggjSaenmaiVGK9XuX13l3uu6/JDr13gyHnDV58q8dSRMsdOVUmEJgwV3VihhEQIsSrwzGoC1pAYizUGT6SM+RElYm6/qcP29X02Tcd88E0hZV9RLWmiuEKz7Y+sqEnq8uypESTAeLXMPddqrJV0egFnL5dYWAmYXdLMLbtOp4nxZRbPP1B/4NuXrnr/+35YPbz/ePqaW3b96QH4k88e4smjG/3p8mMfKgW9f5+EDVpMMl4V1CswPa4RgFYJ1cDQDS1R4hoJyE6wseClFj+1BKmgYgR9Df1U00s13bREu53y7z41gU1i1s70uXpLn6mxhPe8rseWNRFxLDK9LaHA3GT6U0qDkILPPVjmhZNVhNacvVTh4lyFUlkxFgjGq5Z6yVAvQa0sGKso6jXFRE0zNQ7T4wlrp/psXNMitQ0+90idXqfKrk2WekVRq0hqZUOtlOB5Ed94skTYlXhrQGbfNU4k1bLizbf2ePg5QyeUdHopra6m0dbMLlXYt73Ge+5u8eyhCmeXayhpgDjTyx5x6rJJ/UjS6WuaHZ9auUK1HLJvU5/b9vQ5P9/kzOUG2ks5cErz2e9UEEo5cAs5ehGtAQxYSxylbF2b8L7X9Ziup+zZalk7BWniEUY1ksRjpe2RxIo4zVbQRBGnijTJ5KIRYAXdPhhbIYqzz9nWLDYVSw3nzy/7lumax+lzy2zy4n//xP4nu3ffsuW3Zy+8EK3bdP2fDoCfOXMeqZd2n22d/JVy8g35g6/XzC9N0eh4+J7CoBBCo5TA92LKfUsYWeLUZoUXd3hZfjZOLYmxVFJBZCxRKgiNJEwlkfGIDSx06nznBYMl5Q+fciMbsCY78ipeliITAiEUQkikUiSxRhqNpyW1ALbPWKqeoRIYKgFUAkG1LKmVnRwaq0km6jA1ljAzEbJhpk3KCr/0ByUePbiGnVMwUcnYuyKplRMq5YhqpUe5XCFQEiUzDY6TA3Hs0e8JemFKO1R0+oZ2z7iWuarPhbkxXn11yE+/d45f/KzmXCNACIO1MSa1xIlHFEv6obOx1nqaasmnUi5RCSqUgphaOeLmXRG+F3PLroQPvr6LVklWBDIIYUdFeSbpjJEIIQk8Bfj0Q83Sina+nTSPebIjkcMYKHESMTHOtptmJrY4cTdiu6dodCTLTcNyI6bRdp70U5clF1sJ2088JHdusL9y5mjnkVa39+KfBDb/XwP833/0C5xvVspJ+9C7VfiUGKu1udyA7esjJrpjLKxUUDJAoAHlyuIywdOGKHHReprnrM3QBZcaQWLsMLI3Th+6QxAZSWIlqdHEJiDN0l7Fx6BKKUAL4SqVCkplS0lbSiol8CDQUPIt5UBQ9iWVsqRS0g7gVcF4zTBZT5gaD1kz2WHDmiV+/SuGT963ls3jiumaoV5V1CqKagUqZTen8PKS4eTlgJLv7LeQO/0E/UizfZ1h3XSfVt+n17cZi0sabU2tXKJWGeeDr5/n1OVZfuOLG9FSYzGkJiUxljjRhJGiFzlTVLckqfQ15cCjHKQ02y7G8L0UT6d4XoqWrlFCSlfOF9nhrCsCEBnIBU2TuSyNi2vSVGKMJDHDeCdJxSC4H7zOAJ6nbqNY0osErY6k0bYsN2IWmwmLTctsU7ASxmzf0GDtRJ/vPP640KL17ltv2HnypWc/2bv65h/53gJ886Tw251zP3uueflnu41YfvL+jfTjmHe9usGPfN8c+7bVOe1NYGyVKFvKLM7XrWOTpaRcY2/O5IlxOdkiu6fGDsvsmVPO5XLFIFAqam4gq+S5wEpLg5ZknhbwlMDT1uWNtaAUSEq+pBwoyiVFrSypVSxj1ZTxWsJkPWR6osuWtUs8dSzkUw9uYKIUsLZmqFeEA3dZUi0ZqqWEWiXkqaNw4EiFq2ZspnuHZfNeqLhlj2XXlh5PvzhON7T0+imdns5A7lEplSmXxnn/a5Y5cGyeJw+vA6swJnVEkFiS2A78JL1QU+lbyiVFyTcEvkfgpwTaoHWKp53FWCmTdUQ5azDCIhjquWFw7izEJs9ImTz9WkjFZlmrxDhAD7NYLiMTJcIBvC9cB1E3YbmVcH4BTiwIytUOH3r7Mt9/R0QUVrh/fyrPX5j9Z0Ew4Zcr9Z8Dou8pwFeWDvvdXvjhcxfP+zU5SZWUxablN79a4uilBu+6q83ejYY1E4rFRhXPEwSJAgtSCgfuxAwYO01zr0hefcSxcwZyk1Xict1uraVQeR9ZcfNSdV7QUTKrWCrwdG7actW/wFeUAkU5EFTKglrZUq+kjFUTxmshU2M9Nsys8OTRHv/iY2s5d2GcHdOG8QrUy4pqWVEtQbWUUi7F+F6fZt+ipMJT7obOH6lxTBcnPvVyTDcxdDOfdbef0u5KmmVFpR1QCmpsWxfzrz7U5J9/XPLE4bVYFMYa0tSQpAlRYohiRT9S9AJJOVSUfEngWzftVhs8z+X7tbIO4Crz+WQyRQg72qCblfZtRiI287KkGeBTM3x210wOLAAO8JkNIHWV5n7MwAIw37A0koi7bmjyrqwwFEXTnGuOUfEClpdP+8fOTPyDN7/lHd7sQvhP1s0Ef+xy/h8b4AuLLYwx/8+vfvx3b28tPTl94LjH9VtS1k+6BoTFjs/TB2Z46eQYr9rd4+69Kb1QgHUFCONJhDAoCalyJ0endgTYZpCjBWus6yLPLKDFg1UAz2R3Flg6ieKaJFy6TGetaJ6WBL7E9xSlwI1kKAeWaslQq6TUKzFjtYjJeo8NMw2ePNLln//2NEfPTbJ10mVYamVJtSIde5ctlVJKpRQTpxGfuL+GVApPWpQYpgmNFVne3uNH37jCN5+JaEcB3QzgnZ6i3VE0A03JDwi8Ons2J/zrn1jin/624PEX12KsJDWurB4nzmgWRoaw5OyuQSAoeYLAd5VNX9tBxVYrg1QuNy6FdY0SOcCHJU8gIxFcLcFlW7JAPltN02zqgBkU1xhh8Dh1dt0kdX95OVBs2ZDwvhvb3HxVynhljNmFCsutgMVGQL2Scs1VKQ8cOFk6c/Rz71Sq/E+/dN8TvOONd/x/C3ATHsYYewfhpTcsLGpmyh5xBJVAoqShVrasrUM3Crh80edZq5kcd0wmpQOXFAKlrGPm1JKqIUMbM2y/ckAXzkeRgzo/8as+Vw7w3IORV/Jy9tY6951IPE86/4YvKAVu5kklSKmWHbjr1Yjxeo+Z8SZPHenyL35rkkNnp9k0IZiqFqRJSVMtOf9KuZRQDiI8L+Ti0gSeci12Li03DDLTVJIkivUTliSJacUleqGlHxp6/ZR2X1LuKkq+h++V8PQYezcl/Ou/tMA/+k148qU1pEY6gKeWOEkzJjeEgaEUSfq+GkgwzwNPk7X6SVcLkGQyBUT2/DIYd3KFrCiEGBSHTFYcyqvFaVooGhUkZ5rFWVIKalXN9k2CLZNTtNswv6johYpu6Oy6gQeN5gxT1ZT9zx7Zu+3q7/8vQqR/7Y+L0z8WwF888EXafVs5efAz/rp6TH9qjMnqsBQep66VKUkM1pJlTxRgkUIgtEAa93uTZgDXOZiLMsQOgG5zOZK/foXPJsXQRCUlWQ+nyMrWMmuUyOUJlDwIfEO5ZCkHTj9XyjH1SsR4tcf0RJNnjvf5px+d4ODZGTaMK2aqhrGyoFaSVEqKSllQLrmbw5X6I548LOj0fUqK7CZzGjxvQnDZBU21pLjjmjZPHarTjZ1M6YUp3Z6iHSgCX+F7fqafx9m32fALH57nZ34NHj+8hthIYmOyZulhD2boSwLfOPbOvClednO7g0ymDGWczKq8LwfyvChkc4BngE8HmZehgcsUpKUDvbueQrg0QxgpTl+qopW7tnHmCE1S93ddXqzQC1POLyTeixceuPbHfuANld/73Je6P/SD7/hfD/ALZ8+yfu2W8a9+6/d/td0Qrxmrpuzaouj0nFHemXKGXerui2UdOMrJhAErWDBKZNo6lyEUQJ0bg+wIwLO/YFR3C2coEjIDd2YyUgOAuxvK047JfA/XCeRnBqsgpZzJi1o5ZKzWY6LW4vkTIf/0oxMcOLOGdeOamYphrAzVkqBaVlTKisqAvVNKQUKt0uehAz6NZomJiWGZPAeMybIMcapYM6V4/Q0dHtpvXBdNZAogl5Q8ScnTeNpH6zJSGvZttvz8h+f5mV+zPH50DbHRxJkD0NleHZMHsRy4C30t0TozYUmB0vm5YfD58pswlyoid6UxLAitPkzh2ZjC82DltYPrJxhKmU7PvZ8zeuFWoNgSJ27KQbef0u4bNpQ7r1lZPvObH3j3D/3Ve85fbGza/D+3hfn/NMBPnLvI2cvzP/P4s+c+MO6f4213wFJjjOVWQLen6EUy6xBxKaI0S02Te5ML/uQ8ZT3QcTnoTRHcr8DcGdLzitxAe8vcQTfU3bljUCucP0NbPM81Fpd8Q8lPKZcSKqWYaimkVukzOdbk2WMhP/tr0zx/ai1rxj3WVFLGKjYDd8beJUk5cOxfChIqQURiQtpRgFASL2fwgQYX2TKeGcRij6rfd3aBqMREDvJ+StdX2ZYoEk9rPJ1vQGu5dpvlI391jr//3wyPH1lLbDRhKohSk7G4oBQbAs/ie653VWdxh1bOIqykzM5P1pWfPxeMWUKMnO7BKl0E94CECsQ0JCo7uNbk1yjKwE6WHk7ym9LSDy29yLLUhrkOTM5cwvTGP3Dq5P6TSRL/o/+lDH7g8Dk2rt+89aP//b9eF3ZPs3lTiPbabN8YMdmqsdQqFUYzZF7tDOQOtEMtZyksbba43A0DsSFTDKuStrhm5qxdDCrz5Tbr0FFZMKW1xVMO2L62A/dgyUsz3RxTLoVM1LuMVds8eTjhH/76NM+dWsvMmGamnDJWstQycJdLLp2Yg7scpJT8hHo14vAZy4PPVvGlxFMmC+KGOYo8cI5TRWI0994cc9WODifPlZmpkLWDuXkm3X7GwlqhtYeSNisaWa7ZCr/wVxb5R79meOTQDP247IphiaWSebgDDwdyna9eZtDbKlU6WOGUFAWAiwLIuUKvDEFuRwFeWGlz9h5dgfNraAdyJi7Iql5k6YSC+bZkqWuoVbosNQ0nz51mfPLR6173xp/amvRPn9Wl7X/yAF9amGVyor7t0Sef+o8V2u987lDIgdMV/vBxwRtf1eXWPX12bS6z2KjSaAdZI6sijJxv2zX4iozRReFOF4W03zCAKS6JVzCI45YhIxTBLSxS5WlBBwatMtbWFl8bPM8QeIbATyj5CaUgolIKmRzrstLu8vCL8Au/u44XTkwznYF7vGyplQXVkhjkyl3mxTj29h3Ay0FIlKb0eyVKyt1kUhSW/sGNLbJAUzstr0PCyNKLRQHgBt9P8T2N50m0UijpDQCOgOu3C37hr67w734v4fEjU1xq1ulXJeOppZZYStnEgcCzWe4/z6TYAXvnUiUH+ODzZh+6iPOBQswuih1cqwLYi0xuCqSFHaR703QI7l4EnUiw3FUsti0TU13edEODt97SZqJcRhjF8dPJO9e++HS6duON/7/zF2fPbN647k8W4LOXj7OyXLmtvfz8u5cXjzBWKfPsqQoLLcN9z3d4w40r/F/va7BtpsNkvcb8SpVOL6Dbd93acSwzK2ZeOMj6BK3NQC1G7vQc4KOsPaoK84vgxj3k7G0zeWIz16Bjbtf2ZrIxE+kA3IGfgXuyw8JKj5//RIUvPjHDYmeCmTHJTCkDd8np7koWWJYDSSWwGYM77V0KIiDiged9VmKfqYARPzZidIVKU9f8UA80r7upy5NHI9pxwFjWsd6PDH7ovOq+dgDXyqKkh5CuQIOFvZslv/g3W3z1yR4/91trubA4QW9cM+4LaomhkkAQu9HLvnIDjbw80JRiEATnz8VAvXhjCjHoFRmy+Cpw24JEKbL3MOVrM83tWt+6kXAjNJqC0IbsWNfk73ygwb3XGeqlCgsr4xw4VuXAoSPgz7z7Vlv/RLfXO/MnyuBR2MHzK7teOvjI3zr00hGOXwhodGDzZMJkRTLbrvGNp8qcnmtx7w0r/OCrG+xcH7GwPIZSJbTyCLUcDNnJ00pmRHvbEWkywtpFWZKd6JxZ8nJzngVQOcCVG++ms+qdp928E99L8b2Ekh8T+DG1cg+tuzx0IOU3v1bnK4+uITJ11tQF0yUnS1wKMM+Tq+wQGXMX2TtG65DHXhqnG2nWV/LPs5rBs0DTSOJEUfIUt+/rkRgH8F4s6OfZkMiNXPN0nuJUGRBd9dGBTTA9LvjAazvUgkv81td6PPzSFLNxmW5JUk8sVW0dyHUWhyibxSU2A3l+DsXQOy5BMmTx4o6CxUti8xEVjOryoRYfBp9p1jEUxm6I6lJPcLFl2bN5mR+4e4V7rjfs2eTT69c4uVim2/cYrxmu3QGnTxxiz1W7/9a9d9/5XLvTPV6r/tEj4f5IgPda5/jEZ75BtTqxIe2/eA/MUQpmWDOWEMaWWmSply3NruTihQk+erbG/peW+NkfWebaLXIAWCE1WrooP6+ADZl7qMlHZUkh9VBMXwm7SprkVTnnGFSSweSrnLk95bwYgRfj+zElL6JS6eP7XX73Ps2/+e9rOLkwiReUWFcTTAYp9cBSDaCaddiXA1ftLGUFIedfSbOVwMmTxVZKJ/LxlcKXdhBgUvgq+XdOM+9GlHiUvT7rxns0ujV6sRiMZvA9g+elWZpPZelO5QA+Erg65+M77+5wy9UL/MLv9PnkN2ZYTqp0A4+qJ6lr58EJNPiKQTOEzos+2conB1JlWAAqksqoWFnN5kVJQoG9s66hrPDTTwSNUDLXs9y4Z5F/9iNLXL8toB+Oc2GuQrvr0+nrwYi9KE64NHeJuUvP33P5TLih1WocP3TkHNfs3fL/DuDGpHzoR+7dduTQkV//rd85x5GzNaoly8yEzmZlOK04lvmnFzuK547M8IePROx9f0g5KBPG7m2kUKjUjsiUPNC0FMFdsLoWHgI7ZJOs+iaLAJduOKccYe40A3mCr50kCfyQwOtxZi7hN75a5QuPTHFqboJ6xWOyBBNBSi2wWek9B7fMwC0HRaFSpr0D39049WrI5x/THD9bppRN4Bq0izFE+WCMg3U6PE40e7fC225p85tfn6JT0dRjSz+2BFEWNyiD1tJlPxQFkHsFWnWrwpZpyT/8kS7Xbb/Ar31lklOzYywnZbqepqoElQzovrTuxsmyTIPVLz+vefoQp8+HlU57ZZ48X2lz68TLpBDTPLjO+js7kUCqkPfe3ebmHTXOzU6y3CrR7ml6oaLXl1lWTjBRT3nDLSUuXzjN0fU3/vqmLa95S9pt/ZFS5bsCfHYpoTKmOHDwqU2N+QM7b92zwnR9jF7ojDhx4nRimB39yDA9ZilpRdmrEOWFHunKwwJIpcnkiRwYpPJMyeAkDVghp207ogNzYLvnzDSUgdtlTXL2TvF04jp3dEIQhPg6pJ1G/MpnfH7rq+u4uDSOUWUmxxSTvmXMN1Qy5q4Myvcy86lk0iTLnQ/A7bvqZRhHHL8Q0IkCJoIsi5MXnfKsRF6FtQVPSqypVzXbN0WooE87qtHzBeXY2Yr9TF55mUTRedZDqFcIXhUzY11+8p1d3n3vLL/11Ra/8bkpFntVerpESSsqWlBWliCxjs2lkypaDu0NeZXzCiZnVK5ced1G2TzvGDKDtjgHdiksJS3odic5drbGublyNipO0o8gjFxGKU4sC8se/Uhy+GyD1D+ws9ebLbU74R+F7+8O8G5rnkVbm+n2S5/5b7/3rHf71R3uut5wYb5Os6Pp9Z3tsx9b4mg40XTjGtixZoKVpkfguSuqlXEaOfcyWDPC2g7g4hUqlLaQDrQDYI/IE5m55FTqAK5TtErxvZiSH+F7Ec1+xGMvSH73vjqfe2SKflrD932mfMG4b6j6lkpgqfhDcJcCSRBIgkyauMJQlpnIAO57rvJ5+rLl4WcqRLFHULVXBJiDVXGgwd2NHsUKz9O8/pY2n/pWh6MXqvRKrroXehY/AS82eJFBKeny1lIghRwO98kBnufYjaQSaNaO9/j77++yb0vIJ++rsf/wGAu9Kn3l43makhaUJQQyS6Pm6VXpqs4Dw5oonP+MyVebs4qMPnJtC4yeu0Cxgppn8X2PM+cmecz6xEaSptmoishVw/tZDNLqGs4tGW7a12MqeEIsXt61Yy7528d+47c/az78off88QBeLtfl+XPHbzt26KGxjeOasZJg24YllJQst1xXfC/TSHHisgIIKAWWmXGPXr+EFFHmP3ba2GZ+4+GXFwMvclGWjBh/XI+OY/JBSdkM7J4ynxmuUgdwlQ7kiNYxzU7Moy8KPvb1Ovc9O8Zys4Ysl6iVFeOepe4bKp6l4lvKPhlrO+YuB5KSryj5gpJP5tAzGbgNgef0t9Ihxy7AxWbJFVYyfTtaOBn6ZxyricxFKYkizdq6YNfmHgfPJXRjjzCb8e1HOPCpNJMoeaEG5KrOnEF2KktDxqnzh7/v9T3edOsK336uzce/UWf/4TpL7QpN6dPxNb4S+FIQSFwPp7Rokcc12RQCkdl+X4bBr/CvrGZyCqs17u/ztKXqwfySwSQxQeD+lrz4E8ZO/nb6sNQRnFyy7OqXOH1e6nUb6p96x+tOfGDX7rd948MfeuXhQd8V4M2VuSCK7X974vkz1bFKm/pYSrMfsXn9Mr5fp1IK6IXOdO8GSzpt7HvO06F16vogZZpF/QzikyGwixH56rNWlCaWokHfyRKTaW6Dkm4HCD/PZsiYhXbCQ89ovvZojS8+PMZ8q4oolfBqHnUNY57r5Cl7ZLIDyr7IDplZTjPd7QuCnL1zgOsE308o+RHWxjzwbMDZy2WmJwWeNJmOFcNG3wLb2RG7qaIXemxdK3j9TV2+8EREJ/boxYKSZ/ETx+JhbAurlBrkqxFyRKa4Qw4bFYzLt5eDkPe9tsf33bLEHz7S5quPVnjohRrzzQo94dPzNdpTaCHwpMCTEk/YTGpZFKIgDUfThy9D5iPXdzV55ZmaJIVWz2CMxffc7/LyfRhbeiE0+pLzDajUEhbaloQOJY6PSXHvr166OLsP6P2xAF5iP2O6y851LR4/VOebz8bcdUPET31/g3XTKYFXpRf6hLHO0n8uJ621wddp1k2SZAZ7MwgSi2dh+L1He6eKy6AoAFuITOpIg8gArnWKr2NKpZh+mHL0Ipy5pPj9+8f4+v468ytV8EroukdFSWqepaYNZc9S9qDkOXCXPDeT0NlMZeEQ2Z/bDORmAHLfc+1pJy8ZDp4OwPOyZd4WSvRiBAUjS3bun07dOOdrt4dcvanDkYsVeiVBJREEsSVUZKk9k7F3nk3JU5BDrTLIs2epSGNUNn3Aox95lMshP/7mkLff0eCbz3T49LcqnLlU4sjFClEjIAk0fa2RSrpyPqCz55zJB9IFRq7ryOW1jHzn/CEF6KySmZu4wtilLQXu5yR1cw9bkWS2C2PVBj/9zgZ37Ktx/vIYDx9IWUheolT+7qnCVwT4+fOXRRR3/9b+53912vditkzX6HZ9Pnu/YO/mDj/5jmWUTOn2S0Rx1q9ncsOTYxovlwxZ/5+bePpKPsDhqRFi+CzybpOctYVxox9kShC4SapJmjK7BPd/R3PyQpkHnypzcaXMyUtVCAJURVPSiqq2VLVxWQTP+dZLnhvX5kCcHzI7VAZwMs2dgdtLCTzH3u7Giji9AIfPVPDkaHpwIFEY+sEHGYY8k2KyvsbE4+qtPXat6fLiqYRu4lGLBaEGPyuMqALApRQIKUeYHPJOp0JgZ3L/ueujjFOP0POplyN+9I0hd1/X4uJKiwee9jl1PuCbz1a4tFQi7XkYqYl9hZDSrRRZV74kq3jCQLYU2fyVrjKAFg54nrT0U0uQuNEhKiskpdbNOewmglZk6TZ7fOC1S3zgXo9nj8xw/rJHYts0Fg9O/9CHPvS3fnjhwkemZja97Fu+IsB7S/eRpukHlpbC6tzSGGunJBvXpkxM9ri8mHDyUsjW9cuMJQG9vk+S6MFyKMhlhAOjyErLssjgr/iwhYh9yNoDKaJSvCAlTi2nzgsOnlLc/1SFF0/7vHS6TCsMCKMAPB9V9wiUoKKgog3lQh440LlPI7fNOl94kMkS31f4vsxuADvU3l7qKoue0/klP8aaiLllSWgDtJb40qILabZVBD4AeWpH+x2jxEOgmZmMkKpPJ/boauEyHfHQMKaVGalAyjxJDZAPO0JgjRwyeWEwkpeqwfiJbuizbiJiy9qYm3eE9KIef/F0kxfP+Nz/ZImDp0ucOlciThQECisVCEkqC9WgAX2vNq+8HI0Ni14yc31q6XpmBVm7ogFjDHGYINOQXZubbJ7p8sDzUzzzImiZsn7MZ2mxW/3Y55/6gJTqI/9TDH7qyNdZaTTVE/ufF8+d7vCaa2P2bJasnQy5Yd8Sv/hJzbefnuTGfTHfd3PEa27ognBatVZx4wLyoDFJM6vkwH75Ct/fOkCTzS/xtIXs5ogjS7fvGP3MBcnv3RfQjRXPv1TixPmAxY5PmPqgfVAeqq7wpaCsoKIsJYUbZ6Yy45FyrO17whU9iuD2JH4mSwIfAp8sa+JK5p42+F6SVURjyqWI+ZWU+x+v0WwHTIwJdJaLz01f4mW+b+6wGwSERhKGiukpxZvu6PPN/T3ONav0POlkigYvsXhxnrPOcuwydelCirNO5OA9jNWF93BA91NFqhWJl419iD2XSvViqn7M3dcm3L4v5F339Dl2XnLgsEcvUnzy/gqnZz0Qkm5Pk0Yqt29idQ5w8fJfOLvw2RUGIEUgUkE8iEwNQcXNOBci5q13dXnjzV1u2BfSCgX/9uMep86lrJ1IuWpLyD3X9WnFx8XatdepT3z6m8kH3/em/zGAC2GZnKj/ik3E9c2VgP/2Fbh13xJ3XdvjD75T4lsvjBPj8fQJy2cfDpkeC7Fpwk1Xhbz/9V2SJCVJYGbccON1CdXADuySiFeWKPlwnmZXcOAFzVJLUi5Jnjrs8eVHSvRjRT9WXJ71MUITWw8jPNAaEWi0lPhKUJKWUgbsQFkCZZ0HXGc5Xz1kbj/vyxyAW2U9mmLA3r5n8P3coJUO2Nv3Y5SK+M5zii88UUP52qXbRvT3KzN4ngvPRyzEqaLf93j7nT2++FiLTz4wRicpUc10uJfr8DgvythBt5AQcgAw91ayoPULADeOyRPtmNzTikRrdJI6oKsUpRzIJkoJd+5JuGNPjBUh73ltl37sxrl96ZGApw/7lAPBYktx4EWfVldmKmlVXvTl+MxCtWS44caYNeMpaZZifu/r+lx/VUKaSKbGJNNjAikDDCmtdy3w6W+H3HVdws07K1y8PMHF89H1mzfXfsVYfvJ/iMEXl1qUq7X6qZc+tWfTuiX1mptifuObPh/75gZ+91spiZGUq4qKcDnXVr/KQsdgTMrxywlfecRlFGycMjYRcdt1EbVSijHmyshjFcDJsg6NjmL/QZ9WUyG1dDNRrHbMJDRuLrAGqZFS4knhwCwtgTT40gHBV+Cr4Yw+B3IxbHjQrhEgbzwugtsxfGar9XIGTwtHQqBjrI24uOgThSWCMYmflb2VYJBHHlQxBxmkYXl9CHJJahRR7DFRU2yejvBFn14S0EsEZe2qf7mHJC9oKVm0t8rBe7n3kFnxxxSG4JusZ3IojZIkzeoGKtv/KCFOUlTsaglapUiZsGnaZCuGYd+WPpHtIbWh2RTsP6hpdCVqoFi+C8Azl2ElgNuuTxgfE9hYYlOFFB7GBKSpJk41jZaTWVJY7rk25TXXRGgpOHXJ8sgLKUvdttp5dWfPX/7hd9V/OGq1tF//7gCfX1jEW2l85Fd+7/JrH3gqJElTotRj65hACT3QxrmRJjbCDeZJPbqpRy8tE6cpRqS0WgmXH07BJGDTDNuvkLIc6EiBFQKTb7lA5jkVahjkSJmlsnJQZ2VnSbZxa543LjzrrJNekW29xwDcrq1L4Wfg9jUDi6lj8IzFs+yQpxM8LyYIYs4vGn7nm1XQPp4UwwBzIE/EFQxezA/nQ0Id2NxgnSj2+OCbevzhQz1emqvRST0qiduU1rkA7bATR+U1gUKwl5/LfKUwsmDwyg8z8MJorfBSNy/Fy4Cu5LBo5nzj2WthssFBKVpYhE2Zrhj+wl0WZJrJTEDk+2cUv3R2fa0AK7FGEcdl4r52gE7yEXBucleSuPkrRQNeXtwbr/X46ffP0ukG6MqJ1zaWL33EmuSv/5EM/sxTDyCl8KssctPWKr0QotgMeyVHrI8uzRVl29X1UzftvxMreqkmND6pMViTOmAPpk69nNFEALKg4xwVCCkHLWhKgCdc9B0I5xb0pPtZSzJPRdY9nhuJNIU5KGQ7sw276ocAlwPZEvh20NLm+6YwOCfBy9jb1zFSRpydFSy0SgitCSQj8mRQni+k0Ip54WEHUzEQVESJx1Q9ZOu6HkdmQ3qppp9CkAq81OIlmQ5PGGSWhiV0NRLs5Yumm7SbB3CiII0MOjWkSqJ0vn25ysxqKTJL8eaHkAaVgVzk741Zlcq1Q6CPEHcem7kAODXuhnbj3xyww0gTJcMtHvNhqumIA1VgzDhRLGi2wYgGpy5/yx/q4O8C8Ks3v4hAsL7a5OKcx6mLAbNLhm7P9fmlmeUxLcySdjsAuM2IyrGlrNwc6W4i6BpFbFS2dUhuqyx++aGJJw+UXISd51wzUAuXmdDSDjwe+evB7zKyH1pBGTTY+ko4sI+AW7pnPwd6Hnxm4M67f7QZSBRPO33q+zEJMV99rMzcQhlvTOEXPRzFDMrqBXtV55JZVfTph26C7Vvv6vDYC31aSYmu1pQTQ5SV05UcGqJyw5kQhmHnkByCyhZTh9lMFQupcu+pjSBRAp3mu9k5L0+SAX1YTDODApvLkI3WJkYAnn/Rkdgjr2DLwaqVJO6GjiJNP3IA70eueBjFxclZ2ayVbM5KpyeYXTKcuBCx0l1hYvzIKly9DMA//8X7Odupvrq/9IVb+t0VGt0q62c8rPVoB5YwNiNbXiR5P11u7YyyUQTZhVUCvAQi6aRMagVmFX8PhIlgpJCgYJBqU1nJ2M03GWpclQNbuv3k81EIRWAP5qAoXD/iywE8Dzhz3a1zWWIzvT3qJfe9GN+LmG0anj1RBu2jM3miCwalvNonViHcsVjBdWcY5MPznHgce9x0VcjUeI/mSoVuoqgo8BL3XVRq3REXAY4D+eCN5MAOMWj9M3YwpcooN3DJM8LNplGGVAmSDORF81puh5A5yHNQZ8FungYWhYLeFVmzQfuhcOydAzz26Eeabt+j0/fo9d1sF9fXKzKQZ3NWsopuu2uYXYqYme5SqVuuvmrmlp9435tf/Qt/7w2P7rv+DS8P8I0zMVq3/8LTZ8dvfP7Fafqpz7XbFZUy6KxhIU6G4M73dQnjzJTfcxNK8+E9eSe1ZyCVltQOzVR2AG47YOzcmlkcuaYKIM8ZK7+JVFYcyK2errk471RxskQNuleGwM6bbx17Z5pbM9DbeUrQMfYQ3N7AnRgjiPnKIwGPvVhDBhpfCjd/e+AgHLbRDR1/q6uZ2XI7YPFs2TaKXt/jjmt6vO3uNr/xlRpRGtBJJaXUEiZkK1fR9WcyOWdW3VCvxORgtHQTDYwYgDtVEqWMY3Qps9ESpmBFLnqA7BDkI+ydFeuKTD5yc+ff1Y3OiBJFGGk6fY9m26PVdTsrh5EDdK4U0tRkO+e5YUfjVcnVO0q0Oim+9m984Vj7LyRJ8ujLMvi5cxep16pv+vzXvv0jYXyaN786otfVtHsA2Wi1fP+bgV50bx5lG4IqmRAlrnk0jxEtDpjFPssBewuXzCpW+ga9lQw9D8XRBjlzuy1I8p/JGJxBG9YIi+t8bMUouN04hVXMnfVs+ll7m6fzhoOkcMRExHz6gTqpDVCD6mUxwBz2NeaZjRENzqp2PSPdSIU0DzY1Ao/3va7LJ74a0jAxvbRELxV4CQMWl9IiEzEwnbl04WotKim6NocgF6Q6myamMpBrizJOrqTKolLnYHTVYzmwJg9TlEV3ZzY8SKyqQheXazvU4kN97WRIP1SstBTLLTd2OY5dQW9AqGb42hhHkd96WtLox1x71Rled/dVP3L1dX/hweXFS9+cnN6wmsETjImu0ra/8/HnLIcnBW+/o8nUeJV2z8uWCReYmMLYrjTbzyWMFFrBQsNtQ2ey4o4WIFUObDug7qLXRGbL2Wjz8Ojr1ZozB31xtodSYqjFM8fdyLCbDNhaiWEmZZAOdB33rjHZZsw9DDB1gb0DL+LZE5Ljl0pY5aGkxJcGvdqnURDgq7Mo+ZE3XQ+DJzHIqMSJx84NMVfv6PDEsTKx8uklgpJ0s9R1IjL5lnXhJJkOR7rAb+QtRYHFRUEaMXo9jfO7OHBn7WzKFsCde4FsZhPImZzB6pFvE5NbLIYrWLakF3sAMl+4p10qc2HFMreUEEaZFM67gdLhbMocc50+CC/hzXfGlKVmbjHZubXXvyoM429eweCLy4u02iWqpRa37RMst8ZptSI2rEncFx6M0hUFH0V+N4KnDFdt6XFu2XL5bIVKMPRw69xbUtTdheruoGtk1bKuBp7vYdptKFmE654XQ3C7IFMMusX1ANxyBODF4T+u254BsAfVygFzp9k2hllwqWMsMZ99oMLSUhkRaJd3L96Eqz0oqxmsoL2LrDqSmzaKONZMT0re+/o2z56oE6YlusqnnDotnttZlSQDd75WmCwnnhtzM6mySo8bYws3WHGSr0SZfEWyg9cO4DL7nmbQNpd3+UshRzz7o/7x0aaVomzxdMp4NebwxYhHXqpC7BIFw6aJYRNzWvisiYENY4rGss+h+Zj6TJt+b55et3+lRPnsH3wVpQSX5lvs3Wy587ooG4mQoMpmcBGGdszstAl3x4/X+yS2QfjgGAvdKhuyqqGShWYFrtSlI5mGIqCLLD4yXmzI2LLI4EoUWDyXKxKlRwHu62wAkJdvHZhVOLXFG5TiTfY6HTm0cp07L52Fz9xXI5Q+Sqqsejl6I66uYK4uewxikZzFC9kUkzF4kmqCVPPeN/b52Ne7vHCqTKw8ulLipybLHglkagvnybr2shFjm8nea3TfoiKTp8Y5/EzO4mk+VsI4KTTo28znsojBDZ0UuqpGfUS8/M8F+ZLvlzRe6+GpPocuWExcZ7LiZJgz6A195Lm8Akdul5cEy23Drq0GnRzhwW/PuZpLEeC99iVK1fWVb371l7cfOnqJqWrMmsk2U2MxgZ/rKDESkedLkGswiImSPp/6juaB56toL1cio4GifBkwXwH6l5UoYgCc1eOQZYGx8yAzn9qkdb7Ja6a91Spw5+V7L29MNm5myKBFLO/pTLIjRnkRxy9q2pEPSmfyxK6yx155A4+myygAbVUuPOvGGRZ+NFVPsGdjnxeOR6QmoGd8SqnzbOtMgyvhAn5XWMrZ0pAHmUMmF8MKZ+aH0YPBpu53ykAqHeBVtjuFNMMJAfl0rTTv7i/0xoqRppShVCmCu9hmKK0rDvVjeO2NEW+/a4HPPCA4ulgmkBKduReLxGAK5Bp4hjX1hOlGwjNHI9ZumNz+M3/7r1duv+evdHft3OAAPnv5MvVa440r3Y0/8/v3HWXHpoRnT8fcdW2TnetijJWD4CAXGwOXnzbMNwSfe6DCpx+ZoR9Wma44WZIHmnrAasMOl6IkWT28RxTL3GLI1k62FIdq5iBn6JFWBVCr0V2MPUWWC3fgdgAeDgXyivKkyN4q6+v0I5bbhv/8BzWWeiVE4Dl5Iu3IqjIcnPPdHRmDTpdswoAtZlOy0n2SaOoVzU/9QJtvP1tnKfSJpKYnJX7WQzkc+ZABK/P1kOni3EZrMRm4DRa5KrMiMga3gyA9B7uSImNwJ4nSQRYlA7gcAlyKl2frYg+tkCCNyfp0JamShJFmol7mH/1wi+t2nOPTD1RZWSkjVGboWj1DDrf0bFwfcdc+2DjhsXnGIGozP/PMc8ceTZLeHw4Y/KUjLyGVj4xP86E3prT7E9z/Yps/fEhT8pNCVMSga1pkwwaFUrT6AecvVylVPKYqUPMMQcH/oUTxAqwC84j2HgKjyPhFaZJ3yAyALQVSDcePqQKotZToTJLoAcBzzW0GQaWnzQDcns79F6Ps7akY34/4/Qc8Dp0sg/SQUhLk1tjCBR7sEZ99uVd0ExbYfLBTRUGmJMa1nCWJx7U7u7zz7hYf+3oJowN60ieQYlD0UVIQ51kMrmRyUWTyfIReYRcHNwgVlHWrgrHCgTufEmYgHcxPEUOAjwSZo6OYi4wtCgyfE1Tehytix/KNFlTKgh9/U4833NimGzZRKkUMd7EtBDHute8JDhzfyEPPbORrj0TcdN05rrta0g+joUS5uKxB+qS9mESvMLkmYO/2kMdenKTZ00iZVx9zP0EGcZFPbpWsmbBUlKXsOfeer7OuFlVktmGHy4BpCkxX1K55u9eAzQcM+UcBXA4BPij05AC3bk52JkU8NcyWeIXhQEPN7djb025q1UrT8KXv1FhsBlDKsieiEIy9gkSh0BBQFOAvm7bLU4ZGYtI8m6KZqCve8douX3ysz1InIFKaXiqz9KTIsjdiCCZZyFxkwLZ22PVjBmzOILbSeWZFZa9l9rOEVDE470WQCymGefF81ZUvz+SywOBKWIzKs0YM5FmcKnr9EhPViLUT6cDcJYqnLkszSmFphYZD52IuNldQXp+1a9azexu0u+576xdfOs6a6Ylt33pw/09/6dsN5lfqtCJJq1dmsqqZqjqQmYLHO38IsulRIi2UyG1hzsYwELyCuYUYkSQCkVuLRyVKXjgZAfbo7O9ih4sb7s4ouPOdDXLmVgXmvoLB83ETw5ETWrnK5ekzgmNnSxgChNSD5tyhe3D0Jh5mNRgw0OoexWFcUyzZDzMqxrhgE6vZuzVi5/o+S0fK2NR3LJ7mDQPDLM4wiCsavTLBndtoIfMGiULwCUaKQeqwGNso466lkWTaO78uQzLKR+cJIzI2z6Xs6M8ykznKuBvF7e9js6qmRitDpxcMikpu3EYe1TGS5BDC8LZbDa+5NqLZCvC8JkKM/fS+a255fv7yiTO6XokR9Nbt2BC/6dotTS7Xxjh1ISZIDfhmMNNiGHUP98QprMKFwK+QysuBWGRp4eKe3EY6GmAOQS0LP8sBc48Ce/CsyEYBF/PgxSPb0loVwV0AebZfvZdZQ3P2VtnPWscoFfPVJ2ocXyyDP5QnXuH7ilXsvXpcxMvJFHNFwDms8hW1eBRpdkxHvPWOLk+/VAHjkaROi3tpFueko1JpAK6RiYIZyK0tSJSCXJHZa5mtKjI/3LlPsxVDiozVTb7C2pFrKYVwTJ4RVzFDNphnI/KsjCRWlkgalFSDlKSQwwxMcX6OGZwnh0kQtNqak+c1x8+3EXXzptp0uK7VTs9ogTs5/SQl9dps3ySIY49GWxZKpKO7muW5yQGTCzFyUcXL6O2BiUquzi6IQcC5OkDLAS1eBtgDNlei0IRbAHc2n3C4bQdXAlsPBwQNRrxpk4E8cfJExZQrEU8cVfzhd6r0+j5UNFoKPDEqTVZ//mHT9CsAnFX6e1XKsJgXjxPNWE3zrnv7fP2xLk8d9bFVj14a4AsGN5oavP9QHgzBPQR5ccspF3xmN5hybJ5Kp8dNgbXzoN5kwaU0YqDDB9col0kSpBEgLNJQWE3soAA2lFO5jleFqujoeStuhpWONGsL4lTSaAlOzPZIVQPfS0hSF0TrRjshSlOiKOH0eVhsKNaNSabG3LIRZ4aqNC+VFooTRfeWKP47z/2uTpcxDLoEWXBMgbnF6OuBFBFDUEtV2L1BicybMgT3EOS5bdai9XCEss42YdJqFOjegK3doZQLMH0/Io5Svv54hZfOVcDzEFJloMrmhhSCSyFXfW8K56KA7OI5tIUG5EFFMxv7YArpwijS7NuS8Oa7Ohw4UyZMfFLp0TMKP2XVZ8lz4axicPdsV30WVA4ig1EClROZFFgF0g71+GBFlSBNYZahGa4aUhalWjElLBg2lIsBQ19RM8g/7moiyKwizniVe1XcgP/X3mg5Ny+QIqGk+6S6j37s4S+itWRlpcua+hQ71nko6eac5NNNo9iZW9xmUfm2FEMWv3IK7JWPIcCHmhuxCuAFBhwNMIc7EAylSSFVOGDsHODDyakDiZIxt2NsO2BqPXgevvay4FKrmMCPePGs4JuPVej2fKh6SJE7BymkB1+milm4iEUaGPYl2kwD29FsSrHgUzBgRbFHrRbx5jtDvvhQnwOnAtA+fSPxMy2uDKh0NCUrUrKSuXAz04roUcNMjlYMpYt0bJ6vKrkENdaBXZqhDBUmz6YUVjBTdDgWhgUNrn1xvuFoEL56fN9IEJ5tauX238SNDYwNaWI5N1uiHHgcOHCQI0fPYEyKXjM2i0AwWY7ZMN3HWI2vfFqdEo22pNNT9CNJFFvSNAN5NsQ8H7Y40JEU99BxC+Fqi67IUF4E+3DJWg3w1Qzu9HaxmqlU5jBU+QzEHOgF5lYF5s7BnR1ePoU2M/hrlbhDx3heTGJTvvJomYdfLENJg3QNzV7BwjtijV0Vm3y39sSRmdrkdtZhM3Jq87kmQ6CHfY97ru3y1ld3OXS2RJJ4WKHoCY2XMvhMIh2y+PAjvDyTF4fYK5Uzt2Nz97NAGjHQ4YOsWM7o+fUqAH01sAesLEBYO3JSTLH7aPV5GfHrMJhQ6yzahl4/odFOafVTPD8lTAXBxSVKfgtjLPqh56tIKemHIWfnQcguP/iaHhvXgBLOKefpfBcsSZoWNhcyf9SWFXawXQmFhbE4OiA/ERTBLYbbaeTbDg6BXszOFA61CtyqcOjhJqg5oL0CqPPMicuYuGelYnwv5vkzks88UAN8kB5CqEEXkco2Ui1WXQcXdnBFs+87AjBG0rkjF7FooU1d656bQqsG5XtrNe97XY/7H++z/6SbJBAbRTcVmeErA11qh5JgZA0ZfhZrrWPxAtDzP1UZ6I3M9vPJg+Jce8uMzR0hDwnKFDNmtrBSD1eyAUsXR2gX7LyDnT4GsZ/N5ImTy1Fs6IcprW7K7LJlZm2Pd93Tw8RV2v1SNrPRosfrMRbJeDVi+9qE1ATMjHWZGuvT7Wni1HVsayUGe8gXzVZDsBd2Iy4eOdDt6Okdaq7RoDJvTxOFnHcO8EHJvwhyNZpvd1tz2MIA/CG4R1i78Jw31uZSRakEz0uI04QHnypz8EQZPA+kCy59MewqGrEWrEqHjpL3KLRs4cWgAaLgERlxF6YSo7KMSqoJI49rdva55zbH4r3UsXgofPoGdCqGgV+apwszJ19aZE87IgeKUlNJsMoirUBZXPXTCoQVWAHSiqFUyeWlvNJ2MZqqLEqPIaBHth4cYCgnzit34EsyX3g/MrS6bsMqGXg8dbBEGMH6mYRaRZCmFv3YQQfaagl2rIvZu62P9vssdxTGOuD4ngPM0ElYrLwNtZHLuIiBzTFNzQizr1qgC0uYGNXfoiBPChkZWcyti+EGUzlrFwGeP4+AuzAUf5A9USlKFwCeSRRfxxy/LPj412uEsQcVL5MnDFrT1GA5LgRJhRt3RK9c+fVHgF6UKcYUgG5fTotrqoHkx97c5SsPVzl60d18qVF0U+VchmlW/Mn1bioGzSXFlcQW1taBgW5ASmJgdZbGYqVbWa0UDuBGDGMlmweZq4LtokQp3uADXU1mf8283vmmwC+zZ+rw/8m94Q4LtXpKNw1Z7sGujYpX7QlYO+lktXrhwX+/9oarvH9rupf2Vkpw8GyfLzxa4uJ8nVrJz/wcrsw92so1bBLwsrK8KkiJQaFjJDOS6eg8CyJlYS9L91pm44EHwF115CMTijnuwbMe6m6XQRkFd3GvnqGZKtv9QceDZgZPR6Qy4mNfrvCJb45DEIAqoZR21Vpls3EUDBqcvUJr3LCSWixESYaTYRkJUIexxDDtmN+0QpI1/g57IZW0CGvYvC7i4qLkmYM+iZAgFEYohHBW2mL6dnVgP1hV7ODV8GdbEDXFZEJBalo7KrGGN4i4QkO7eGz1SLnhbg/5HvZhbIjidLCxQhgbwtjJkSjbNS7J5qfYLP8+UVe8/paEd92zRDmIuHBpnNMXSnTVHets9fXf0g88OTdu48ZbpifO88DBGkfPjBMID5kE9PqKSuAabnNDz2iAlPuYXbdPlGQzrSOBiAqnTeSFhNHcOYxWNYcl+lUW2VXNvMXMRa6/c0miCtpbDXZ6KGxEpewqSZI7BXP2jvF0zLFLkk99u4Kbv+LYe9C5n7+/YMQpOTCQFYh7xE0oigBaBY58m8VVK+OwA9016ppUkapMi6ea97++yxcerHD4ggcywgpJP/XQWSl7kNVIs3Of5oWfHKoF6WTdzzabjTUYdZwBVVqQ1skWKQo/C5efNkVNXrimprCgDbGTB4z55q8pUWSyzWCHHTzFPX8onEa3ezaUfIm0NTwruXZrG18u8/WnNNuuWn5LVZ4Z15cXIpaWJC+8MEOSBly9UTMzLpkeF4zXDJVSSsk3WRNqYV+Y/IOarNSaSMJYokMJVmbeAneRENkSWEyZFaLsK41VwxL9EOyj+8gMNfhwq8B8ZzW1CtxuImv2HbLUoFIGlee7VYKSCSqTJ6lK+PKjVQ4fH2pvKaTLfQ86aFZbD0YrmEUNOqrARxNLqxuQR3LihYlU2gjnTZHDEn4Ua/ZdFfL2V3c4+amAKFUgNKnQ9IRAp1lWgzzQzTMqhTRhIUmXd11ZK1B26Duy0n1GVWRmYYclfgFGOuAbM3oNiwmFoqHEMkxUJIkhigzd0PX2RrHbDn5Qc8k+2wDcWdbMGEuzk3LsnGCpWWXNZJmSH/O66yK2rTVUghhdKiVsWBOz8c4EIXzSbKatp4djgl3pethRPXSp5WwjSRK324NWrr2tHxU3aS0k9wusvjooKYJ8WB20V/ycs3YOdi3tFSw+ZPKh7lZ5EJlvcSINWg6H5iuV4nkxpy4r/uvn6/SlRz5Ba9g1n9sRhqXmYol+tFrxyo/i8j1Y3QaV4oI3pVC6L/pTUqNJUo8gTfjr7+7wBw9WOHlJg4rBaGLh0RMClRbK48VgcxXI89y8BXTBjmERSGuzzQty1s5z4maEza0YltVNlgsvGr9W+7qH3U1OhrS7lnYf+rElSYebBA9X/eFKrpXFi6AXpTS7hksLWZ+nkfQiyw+Mx1RrEXp+2bCwlDJ/ucUbb1tm65RHoAKM9TDGLXPD2Rh5Y+ton53K/AthrFlYLtPs1EgSp7FyVhhsuV2QIVeAW66WKMUm3kID8gDcZihR5CiD65H8dgbmAZOno4d0LO7piFZk+I0v1rk4H4DSWWpQZvLEjuS9B68LUmS0eju6feDLAr0oVQaNB8UezVy7ysExaIaQijTRbJwJ+fA72/zCx32asQsIrJWERrm0YZqPkLOQFtOGQ5AP/+3+RGV3obVkzO1YPWdza53/JM+ZWwsmuz6uISZzGmaAz70pg/OSvb3KOq1SI1hoGeZbgn4s3R4+asgVxXOuMoty7mpMDSTWIP2YrWu63HNLnz3bEibGBfpVuwQHjnl86f5pXjwpCCpdfupdC9y5T9GP/AIg00HDaZ4/zmdgzDdc5sQqxbHLk5w4WxoGNMXSe1GGyCuBPpo1sYWU4NBcP9DeogjoApNrk7H4ENBOjowCXmVDJvNnrWJ0EPO5rwT8+mfrhMZz8kSogTwZNBWv+uwjunuQGivC+uUhXiyKDVOFRdDnJXuLMYXNuwbFH7cVeEkn/OR7Ohw76/NbX3ZaHBSpkPSNCzhlmn+uogErX3GGpftiutKBeyhZrM3YXBSKMCL7b7Kb2doCUWXgz01n0v1rcDaUEngCSr5maizCBm1mDzt3Y5JKLi8rFw0I6SaTqWGSIvfgI6Afp9x57Qo//Y6Yql9DAnNLJc7MldHlUsjezRF/6U0QJwEn5yxJmjI52cCmPp2uxGIGEbyUlpMXJWdmnS84FYrPfLvC/EqAUT4L8xXWlhJ2bIRy4IpEKDnMGRfy2AM5Uvh9bogvBpVSDEE+mKpaZG25Sp4M2LrA5HLoDhx9TrK8d8zyCvzBtyushDm4HcA9OZysVZQnozdmli4r4Fm8DL6LWnsgVbI/GHH1FeoNxU6fgU9cSpRRGKNJUs2Yn/LuN3T5wqMVltoKZAxGEeP0+LClrJguLH7AK5k8/6yqUBTK/SlqFYvn18laV/TJxg8Oz4cEjAO5VcOuIU9DpWTZtRm+7/Y+P3hvG6Uj5hvwB98uuRHLSnH6ss/JCz5WSVIhiYXEIul3BcqGlFXM8bOTnLk4RrPTZ/dewdRUjJ6eXEDLZdZvXMKaCjt29JiZiDl41tDpxHz14YBepB0zSYFUiqeOBDxzrARKI6VHr+fjC029JNg66bbhiyLjBu9IhcrG5YkCuEd1dcHLMWDo1b+3IyBXRZCPgL0I7nQkwBwyd87aQ/b2Kglf+U6Jpw6WMQXt7Zoacnky6jeRRRNRToYjeryQBn9ZEs/Yc5AHH0qU1c0Qthh0Womyw7x4knpok3D7tRFvu7XL73zVBxWBkFghCI1GCYHKYDvUw5bhRyto8iw1qKy7YwdlfDmUUVYKJNZp8ly2yEyH57Il1/VZksGlZlyRKE8ueNrNX++FCmsnuGmnpl7toFTIW27p46kYpVOeO67Yf0SjlM1y7IJuLPn6wz6djmB2qczXnknwVZNOv8dEawVREuizc4LjZxWf/qpPNfCwKGZXIOxH9BOPw6dLxKmX0aujXZXPF7ECD8HkuNupbCxwG8J6WhZTrCPaW60G+EgQeeWe80Ow2ytZfMDcJtPldpDtcbp6qLkHGRNphruxSZc9CbyYk+ckH/9Kjdm27/a7lm7QuxIMd2x4mYB49BAjgP8u6mREfxdHSaxuRi4Gm7Zowkrd/jnu2W1/sraa8uNv6/DowYCTcxJEDCgMkr6QhU2kGLHRipG7cCiTBv/O5pc4pnabUQ3YXAzBbYpMPvg+Wd6wQALGOIdiUapFiWS55ZOmVapln3IpolKKkCQIkXLrnoRXX5MMlYRIiY3hHbeGRGlKuxNzfr5MaiVSRMhSiNAR2iRTBCg2jzWoVwO2bQj5+jM9vvbCBMKrUK5LaoVqosq0qK8svjT4GjdsPt+Cr+SG6ujMHFVM/RXHCue6eQDYVYw9bKR1Gnt0N+PhfvQqHys28jodBMY5iw+BnaBkis7Sgr4fE6aGX/39Og8/W3a9bVI77S2l69oZBDdDO+qg0RZeVocPK5pDnF+RKlxtMIIRLT5qny3aaF27mckzKqkhkRqVaO65OeKvvK/Fv/hVnzCRrgJlJEmWVZFmVZdPnlkZfDAnPSl8PiVdflwxZHMpXAnfpQez0r0YDTqtyG6OItVlK99w2FE+OErQ7bnx3EnqRrl1+/6wR1YapMqHfJoMCyk7NsQEfoevPOHz6HMT7Fgr0VozuW6GQE2iD5+pU1EdPviWJUoln7lGl3C/ZmyszGRZECgzbEjA3fmuTJ6NLVYMtgEp+bjt9jyB54nB2AZXzRuy92CWoBoytCiOPRNFpgaZzb8egjtja2kH3d5aDSegjgSXsiBLshnXg+BSJnh+wgP7Pb7wcIUw8qCsB9p7wN7Fm3AVk48wdwHFA7Dz8k3HRaNlDuxcGhTNV1ZljG5GveKpkUjjpEoO9CTRlCsJ776nx30P97h/v3JpwyxQi4Wmx4BQEVZko/MKGlzmORZb+GzFYDP7bzLZIbPun4FEsaNyZSCCsqBDCEiFa2tLjatkRlkvrdPw2k2QTSRBrLMCnBlsCzPclMzhpNVJqVd9pEg4Nt/k8cNVJAl/84Owd4tCX7vdYJOETrPD1x9P+ObTNfq9gL0zEOh0EBnnDJOnbHKg5iMZfM/N3S5le90M5v9pOSirq0J5PWflUZliRwA+uk138b/NsigDDZ4D2RSYuwD0wjD3gfaWbkpso2P5yqMVjl4uOWkinCVW5NpbUJggZa8A90Cy5Ew+Aug/IhlOngsXg5Tc6CGG4L5iONDQoyKlQpoUaTRxqNm9LuZtd3d46rBPM8rKr8bp8QhFvg/EKLhXMW1W0VR2+FXyEr0agBqsdDGDyno5Zcboymbae1Ul0j3ciLdEyKEVOgRB7pwUxIkk0gatVVbEcwAfnrehI3GxUWXLVJ9//mMdvvlMl288oTl1SaC0Rl9aSJhfhAefmGCpWWfrmCCYdhcuTZ0HIE7yLZjd35jbVrXKJ7fmuyaM7piQg9vTw8bfgetvAFyQahhIyiKQBhst2cLvhto7Z+whyO0qcGesXXjOwe3pBEPKf/9qmV//fA0rtMt7j7A3Q+09khq8EugD5s607ADk34W9R5x8rAJ10Vw0YrzKsimZVDGpxEiXF1fSEKceUhl+8l1dTlzy+PUvaOJkCHKDIBQSZfJBEhm4i61tg6Uly/XBMNjMgC6tGOS8ZcbgMmfwwc95tsX9j3Y4m8GtWSIbMZedQFfdJNuvSBBpmTWm5LMQs/9z0NEjiWL3WsoagWe4c3fE1skuk2stY+MG3YsUSvjcvLNCraqxVtIPJa0utLoprU5Kt58SJc5NCHmAOJwk5WXTW30t8QYzt2W2Tchw2I4ueLVzDf3ywB5ORxp2y9hCoDnMmMgc3Gq1PBnds15le884DR7j+TEnZiVfeLBKp+NBWV3J3gPP91B7Fws8w7z3la9zkP9RHG4H6C4AnVyLD+eWGJP7PQpAlznQJUY6LS6lJo5TatWEd93b5euPlDlxOdOGbjg1qRD0suK9676xBRkhBtYKZF7dzOQIDPayzNlZysw2mwWZSjhGl0IgjcVIMh+5HbbB5eabgTFLjgTRief8KJ5X2LJlMMbN3exhJOj0JI2OoNUxdHrQjySGElpK7p3UTkJ3EolRKdXxFXy/xLoJQ8ULWFypMLukOX3JNR0LzGBibD4uTct8amtxsKUcbPSUH1oPHX/DyuPLB5R58KYKr4syZbiF9xDgA/1d2G5DFmSJlFnGJGNyrRPC2HDfk1W+/VzZBRHScwBfxd6DDI4QwwBTFD0nYiSTMuha+aPVSZHQR4FeOIxxeedcpthsKxKnu81QphiXH1apxAhFHGrecGPEG27vcf5rHqHJsmBWghGkaEKBCzpz/hQiS4W4QfmQVTSL2RWZNUKIXFnlIM4KPZKs+cEOwD8E9zAFOhw8aoaV2oHtWpDobOD9oBtrmJa11oG50ZGcuZQwvxKz0EoolyJmJiFOIqrVLhtmyui33LWz8fD+9Osf/8ba7w+jhDuuafC+119i7zaPB5+f5tCpMknWWDo6ybUwuTUfLK/kYGprPmgnb/xVqtCMMADqqN4WosDWBa91MbAcMvno7gOr9bYu7F+fl+KldJ060k94aL/Pv/ntMVKrh5kTqRBCDrZMUSOMvXo8GcOm6Zdh8oKU/e7IzqXJFTLFjsgVN74jCzyNwIhhRmWgyaXLjQujSRK3v9DPfqjF0Quah56WGF9kkHUbfUUmh++w40hk8QBKjBpBCvnsXJYo4SqZMjNfORZ3qUgjyBqSuaJh2VgnUa3NBx1lHvB8q5J0uKuD1q6Bw/mKxIAUtbLUyglL7TYPHzGsm4l4052GW3drUhMQlNd9faG/r6GfffyzczUhfu6vvFV/f6udkgiP509Znjwe8Z39Mc0Fj4mqCx4HciTzDwxHEhfm/+kCuAvMPawy2hFdnbc1DZ5HxoAN/9shuE1BphSCS7k6mEyHUkWlBRZPOL8o+bU/rHHmYgAVPWDuAXuLXHuPtqS9vN/kygJP8fd5JuUKoK/W4XnOm2EmJS/XX5EXL+THU5mxt1FIY7KfswJQrNm+IeInv7/DqdM+Z1eEy40L4YJOBBEycxsOmZq8OVlmzJ3dfDIrFg2CxywmsQWgD+efZCnigbvQDkZPGOPa4NxEWzfhKtVkUxvyzRUcyHUy3Dwszcbu+cpSCQwbZ/pMTKxQmwiJE8nJ8zMcPVFBeSU87/jPGXt0Ts9MtdFastyMWO42ubAgefTgOk5cDlBWsGXCdeUIme2S4El8LQfAduDO5chw/ohWFJoPRvPXg+DxZUZ7iQG487K9HcmmOF1e0N6rAb46LZhbYbPXqZ/y8S+O8YffqWJLDtRIp7+FlCP9lvoK9n7l9ODIXpirH6t+PQy0Roh8KFNgJNAcab7NR7tl8wNtxtzWmqFHRWQgFxrZS3n3a3u8dMrjIx/VREEyckda6xFa16EjjEu/iZQCuIfjQfK0n8ru3BzoJgO6KdzcxdkmwuTnTgzdoBKUsW6+iYLEpHgq2/VBW3QGck/JwdxyP5NTeXo48C237vW4da/g1CXNYy/2OTPbp9kbI2yVkMKgv/CQh1aC5ZZlpVFnrFLi7n2Gqza0eOZwGd+TWaeKyPaRlPha4XlFnW1HBluONPyqPKgsSI2RAekMO78LYB/ZFmOQC79Sg49o7pEjHRxy4DlJuf/pgN/+WpV+mn14kacGs6qlsCPa+2VL80Wg8wqsvlqqvJLhKgvu8tzzFRVN7BUWWisLlU1ZyKwIlbFjZs6ShtRoAs/wobd2ePyAz/3PuXRhnhsHgUHTt+5LD4bR5oFnnmXJCj75V7EZYE1euLGvfA6G52zoCJXSjbdIlHUSJIVEC7fyp8KRYypItB1svuDiUldXSRJBFCuabc3TRwWX5yfYNAO7N/VBOvutEAa9biLAWsmaMcXEHsv2DT3OzHf51kGFFIJqAKUg2+ralwS+GuwnORxDnDf3FlnbjDYAD/aQGWptRkBgR0DxsrOkxdCTPgB2FmDqfMPSjLllxtgDaaJjuiH83G+OcepigNXD3ZJHtHdeUFpV1BkBNC9zIUeW+QKev4sgH5n/UdTg2Wvzsnr8Sm+KkZnjUBZZXCFSgxAaGRl2bIz5Jz/R5PF/ENDui4FM+f+3999xll3lmS/+XWvtdFKdyqGrk7pbHZRzQkhg4gAiGLCxGfvO2OO5NteMfcc/Y2Mm+M6Mx3jGNthzwTY2DgRjgwABEgIFglDOObTUUgd1rK5cddLee637x1o7nOoGi2Rhz29/PkfnVLXq1Klznv3u533f533e7JWn0qOrsyuRycVRlL422p2EWYLpchBjsrJoSUZdfhtKfYKs1KqyCpmybraeKgFeCbzUVVDSjJ8LdGBplRQC31OstD2adcXOTQvc+bjgloeH2DwWsX4ypF7xrZH/3tYonvJYWlrg0KEZggAWlyM6qwFTg4KBuqRWUVQrHpWgf811YT+cmeqUzHWUk6yW+HIxoGtOuGSXxSu5I1MewUtXgBzkum9JqSxF7P6b9ThJUvjQ5+o8+FRka94yi9xerjnxRT8tye77o9CaEmFf9SSbgxTfNl6fEMnXVE6KAYiisWLBbE5UGwobwfOkU0sL8lSihbuljqpozTk7Yt7140t88NNNemkWxTO0ChKt6FIknUK6sy0DtrSPlTA5XZHux21zUaz5TPtP7XIkz2lKWtqOV/K18VNDouziWzuMbC3btDPvt8/p4ak6k6OGn31ti4XVg/gkBNEmwqiG1gneL7zttQw06tx17yP85SeOoBOfiYqgNgTVUBCFiihUVEJJGGBvvi6GjX1nQ+xn846Fmi/XZMsy3SjJeEo2CRnvzN+QEo2RYm0EPxnv1qVk0iWWmVowSvna3RF/9bk6S20fgqLmjShXToquZdmKrczDC2u2k3gQ9n3EogDKWkCvidon4L0P6IZyA6iI2pkrbLaBukxVbBkxlQpptNWrJIpGpPn5t7a4//GQm+5SUE0ceN1NChIt6UDe7SyiubCyWad/NbgNcaLU+i/OV7JB4/xvIf8VSAobkNwJwYHblp6tJ6anyO0DA+fJY/1hbGk0ThStrmR20adWGaBWiUniNtObrmRi+ix63VU8z7P138EBj5edKxke8Fnt2PnKNLUfaOAVUTsMysuaSt5+ni5sGvKxMAvybFDCmsAUCjXt9rQXVgkle+YSNz8B3NLk66RlaZe6XXVX6mDKBOUlPLXP40+urrNn1rfvmihx73L0Lg1c9IH8ZPSkj5r0e3+UL9EnHCUU9IF8De8uVIYl/8K1NfIS2PPkU2tXoZCIjKoIY6lKbNgylPBLb1th31GPZw4JjFcCuBAYfBIj6GRtS+2ohywieSHyNrn2u3wUnVdc1C0qjoLifS0v8fVk5gJsXAS3OrE4tcuEEy+1S2ETY/e1xpJ2RyJl5nRlwR54CeOneJwSeehU4aUGeqlEqpTxsUW2Ta+gVMDMbI0jsyGpKTaQhb5xOyQzYKc5yHOHqGywt9QuL699zj7RfJWzM3nPLrHZ1rYTKEpfidDxcLG2sWPBbqePEoIw5uiS4Hc+2uAL36hi/BI1EVn0FidE70L3bU5SOaGfZ5aADf0RveDh/YDvi9prwJ59rxhApm9MrC+SG5N3OI0sN4CMU+xlVEWRCo1INb7UvPnKNktdyW98QHJsUUAoSrU+gTEePdfKl9ICXZQTBtuExIjSKFx+9bG1+sRYk8yehp4WJFnwErYSn1WpfGnwpbGNtcyCQ5bcgJPS6hkFcZLix5qeW+ibaji2kHJ0MUF6hvHBLqlJCXyXC0a+ZKAWHBVa3ri4Ov6qbz1+hEalR0X4SBlQCSywQ9+u/Ahyk3gH8GzGsbz+w3MNFue1nel3RR697brqXuIhE59YWP2BIYsYBcCL8bWiglLm4NJFbikLeiId7+6hue6OGl+7t1poTVxS2c+9i63BZb/Bk4qp+kpha3LJE/hICfxrucgautLHwckidz8PLysNpaum2IWydvJeCAdyY9BGI7TME1AhFFpoksQQeppXXtDm9ZeGfPKrHr3EvQklumKkolcqH1qfbxuu84mgEvfOTTmKhQAAUDNJREFULkzaWHD3UkE7Faymgm6qSVONcR9u5o+jhMSXgkAJQgmhcttBMrAnbitH7u8OflwOuIIgkIwOGSbWrRB6mtHmFIEf3IisHDV0UR/6f/+YH7/qnMV6hcVK0Pqpex+d5Y5HhhGmwviQYLChadRS6pWEahRTCVOiMKESxkSBu89vPaKwRzXsMlDr0Ki2CYMOUdAiirpEYZcw7BL4XaIgwffsJgOdqlL0LmoRQhbgPmlzR62hJJlxpkpIZcq1t1b4r38+wN4joRtisKtaUM4KQro3VhgC6d7ETB6rSolQyRrOlg8LY/7c5VaAlDLX6UjRb9Jvnbpk/+ypq9TJtbc1CW1f93TNlUVKa/sgpcnlzKJ8D/mwb0b70DDUSNm5Neb5GcUzBzybB/VdouxImKGUb5B5uYt+qib6LkakGjqpZCkWrLZjdK+FSVYhbkHSxiRddNIjTRJ6PUMngY4RdI2km1oPzEQLknwfpiB2RkFxihP/2StaFEp2neLz0jMFK6sx2t+GH478+4cff/buyy65wu7oOXLcEAQpew8FyKTJpTsipsdhfChmeKBHFCb4XprTg4KGuA3AyhrnBF5MtdrDEHN0VvP085Lr7w5Ybocoty3LCEESa87Y1OU1F3YYrkuk8jExmDxDzuoq/QtF8z3pSvdH8rJi0Gm8D85K/uqaGrufDaGWgdtzqCqoSSjclobSUEfftgJOQk/6PthsQrw/oRQnjeRFFeWkySUCa0Zfiu5rk01KX4NzPsCVBg3CaVVSbRfBptIgUsfDjRuQEJqkq9lxSsK/etMK9z4asO94NrFVSjylIDGSnrGaFeuoZQePhbD3WTTKTircOFqiITUxWyfmeP1F8+zaGBMngmzzsacMSx3FDXdVeOr5KkdmIlZNSLvisaIUgRJEUhAqXFQ3+cY+5YJRFBhSnfLUXsFqq0bgSdaPG5pRm1iVllBNbzgN5VcIPM2gv58oTBgf7jLaXMX3O4SB3XRs3IsvREspnoqphHaHzWon5cZ7FXc94XPfoxWeORRxYDaiq60zax6GtGEwiHlo93He89MdaoEgTjxHU4oolScyGRcv3We0J2/mCFcSVAnzy4I//mSDWx6suAGGExNLKcDHtuS9DNwUUzonGGtSAjvfoVRYZinfLtEsM5SyVnqtqtCU7x1l0cJpsIUDt+XiMpOkOgojXDVFao0WLukUitTJVBNhoGW48pwu737nMv/tLyUL7dIfbYo6eYIgluAZ245PIfdByf7GXG6hbMdHdGFyoM173znHGy7RVHwfo4UbbLGNt1T3eMtLO+w+tMD9j4bc+USFWx6us7Ic0fN92oFd9OUru2wrkDboaSNJjaHiayqLML6UcmwuxfMV7zhtIxeddwbLK+0C4MMj42zfuu6mT3zs67/nB/5vbF0/w0J7lccPxXzyhpCfftUKr70godsLAJFPwwRBjFEJu/fCoeOKj1zX5L4nqswvRXR0RCoCvFBRV8Ltk3QTMgrSJOC2RxQ33LPKS04LSRLPtoGdiEpITdE4yLTDGbBdp1KV6t8qQaqEjjT82RfqfPRzdVZSl5mUwS0z7z6KyI3pt10rgXhtHZxM632SBNO+XllEbf7ho9ymz6NzqaPZp1lZoxfPKhUyTzqxEVZbMVVWWZHSGVkK+/pSbYfI00RTCzS/8NYVjs1L/tcnm7T7yoZWaKKNIjYC3whrCqTtZHx2lOva0l2pAi/lkrM0l+4YYGkpZD4lp5bZ6KDvJUwMxEwNxrz0tB4/s9zm/icX+Ytrazx/POSp56qkMqDnB7SkQjqjFBG3ee1Fi7zzlS0+eUOd44tVnjoScsGpdVaX539vcGznTbX64QLgO7ZNc/1n/1trfMDbO7eUcPWtPb7+wCDdbkgSS77wrSr/4qJnqVVStEnp9FKM0Vx9c8hje+tce3uV+YUK810Laql8wkhQUVCRhsizZpWhSxYCzxD5gmoUMD9XY98RQ6OSEPgpgS9ApEiRlQxPjN7CdUSzCC6lVQoKL+WJPQF/d1ON5dgrTei4KC4VIEuCqv4dl+X2/Ek7lScpGUL//1u+ZJcIyj8AcgElCtI3q5lrpq3sVJYjuqusaEchtJRIB3wL9Kwmbp8pFXayUuDGxoRHEhvqYcw7XtHixjsjHnpaoH1RtCrdLTWCnrFR3Mu6qe4Km5f9VLY9GuqRZKQyyFPPDVKvJoRB4krLxQY730tpd6xVdeDHDNdiXn1BzEvOXmZ2cZnrb/d5bF/A575VB+nT6gbEqUegOrz1Esmp42O87x0pnWSFG+9rcXi2yl2PLuy989d/t/Xh3/+tAuAAp5z+emrViC995Vvc90iHqVrE4IRkuKk4fQu0O00q0QLX3q74w08PsdAOmZkPabVCEs8mbn4oqSkr0IuUIZKuZu7Z3krgdsNHvqBWEQw1fDzls7hs8jWlwomxMtuBHEB90XsN/5YpXpDy6LM+73r/II8+E2L8rFLS37GUDtxBqVN54grAE0uDJ+fja7wWORHhLySKlwl5uVFSNizNp2IcgKU2eZSW+fdsRzM3wxQCoQVaSIQwGO1Arl0kF549hXqGM7bGfPg3FviF3x3i0T2uqkIxJGGELfUlRpBi8NwLzd4TlV2hPaiFgoGapBf77D8qGR7wqFcSKqF2QSwh8P0+oBePY3w/Yf1IzLt+PKbVbvHr71hluQN/8Pd1rr11GOU3uPmegCPHAoabNmE+Z9MqL71wBxu3XkESdzgB4M3mIGFUZfumkEtOU3heyNSIZmq0y4aJJfYd0fz1DQNcf1eT545Ukb6PUD6yKqlKiJQDdZYUKEOgyjvhXcMoEFQCQa2iqFetMVCqDbHLnn2t7SUw6wK6IdO8Fl6WvrrI7fkJqwb+9As1HnoyIlXKDTCovugthHAmPkUXTX276H0SenKCFdvaunjpBHghwdusAXYZ4X1Rve+WJZj9tXGcKCujK8JYcEth+arQzpREGLtjTaic/qXC4CWGc3b2+MU3rvCbf+SxkjgOl0Vy1zSKDQTGrh3RhcjC6Yvc6na3ViZODEurAimVGyROrZ7JVxboXorve30A9zwfv1ds2/C9hOlRu0b9v/38KpeekfIXX/a452mPmfkek0MekyM+3Tjk3PMrXDA6RKvVyt/XHOALLagJuef5ueDZocFoy8axZaJKh+HBFe7cnfLFOxt85c4mfhBSbVivvmx9XaiM3RnphhsyYFs6Qj7hY3UskkooqUaKKJT4Xta+L5yU8gt3BrBsmlr0R26pUoIgoa0Nf/XFOld/rUZXenkZ0M5XZtFb9FGTPgPNfyB6n6zB0y8qEn1UJUO2yMn6Cwd5lkxSNsDMJCG45K5PgGXyTrAQxt1LVzWxYEdLl1xKF8XBEXZA2coGhkDEvO3lLZ7c7/FXX2iwGrsP2SgwEmMksREkJps0Kkt/S4ZCwmq+40TT7mo8ZX82TYX1+g40oW9VqTlt8VN8zyv2lGajhvlVWjNcS/i3r+syPTLDF27v8dieCrHwmVn0OH1bxNnbeXZ0RO+Jq8mJAN+19RTuvvPLN561bfRvdzPwH+594hBPPR8Q+lUefiZkbjli/ajTI7ikLFOEZVuOM4D7LrfzPeFALtwwslUlVkJFFCmiQNjtEbk23PQDKI+uxlITlbrupUtSVMxqz/BX11f57x8dYGYxsBLYspBKqryhE4qiJX+i1tv0VUf6kk5OBHYfPy9H7bV8/IUwlFKTJ/+6TFUcDy86nKZIRl1HUyL6ElCTJZraGScLq6vG1cEzLo67SqYYSGBiqMf7fm4JjOCvr2vYSO7Z3AVhhVs9LQidRDYbQYNM2mtc4wniRNPtaTxnIqh1aVonkcS+ppdoO7+bKNc4VHh+1glPcx0TApZW7Os/f6tm24Tm/j1dgrDNw09r/MrpHF2Y/ttrr3/4xqte95oTAQ4wtyQZagTXX3N7cNXevWNnD/gSVfM4c9qwsNKj1TX0EohTx/0othEU42nZFL0ozWbaafvQLyS31l7C8nLPc7Lavo5lf/eyTzWoEjxpRVRf/ErE7360ydGFwM7KyVLUzgx8Mt7tgO2tjdzyJDxbmhPBXQL22kTSfuu7Id4nATr0ATnj4ZR4eNEh6Ad5Nu/YD/SMrkiEA7dw9XGBG55MseDOTqiuYbIZ876fW2JuWfK318viDdISIyQ9YWvjvsGOnJlsCVk2FZ8Z21sLPyntCZZ1XK1Ew9LSwBPuPpvp1fiJciaqtuoihC2PxqmklyhW2x4LSx4VoWkGPV5/UY/6YO8hrxFdj0773lNV/uITH/8E23ZsOTDZ1BeetSk599LTY07fGrN+fIUDR3wi34piwPJV37PzuqGf3Zwvim9ltZlHShQ6HXmoiAJFFAoqIUShdcSKAisFCHxN4NlExM93VybO2rhY7+epmLDSY89hxfv/usmDT1UhcuAu3xzPDKSL3tLkGxoy+11VAnmf85ZY22G0LgJ9u9nzzmOxlsUqDvtXtRQrEZ2UVhZRv88yunSy5TuLyidf3uVcmxsUWvqMXhVXQdFPqUqXmbWjdBml0hoGmymVSHPnwz7zC7JoDGBBnjXKrH6ntNZR4ga0Rf9rzSQAfarIwg+9z+/FDSCXDUe7PY+lVsjSakC3J/jqvT0eehoe2eNxdK5Ouxt9ef++PR9601t+vg/gfREc4C2vriOF4NEnj7CwMMPnvtWg7isaVUWtoth7NKG7mhJ6/dE680ixM5nCPRbOPkI6rxRJEOAcsAyR2/dTXqvdL4NN14yhWaPMKIh59rDiP/3pIN94oAYV3/JukYHby8EdlsDtZUL7jJpw8oGGPlPNb5NEFtG9VBfvi+b9NKUPYOU25tr6t+n/fkFjiuFjadw+TVHWqeBq1pZ7izx6WxcpneUEWtJ3ZKrBUtfGALINLzunx3/5pQX+458O8txRd4YJD2MUPaPouTGyRBsSnW0gNsTSoFJQiUFKiRA6vwJpZxGRpJD4klTbdSWBZ0g8QeJLkkTng+yZqC/wU3pLgv1HfBpVeOnZParRMl+4zedIewy1NIU2mrXHCQAPht6I53m9B579HAeeM8jYIwh9tk57bN3QZvTgEtd+q4Ixnl1EVeLbXj6fmc1rljxS/ExyC6ETcAUuauertEtCrsLP20pesy5lEMTsm4X//JEmV99cp6cC8IISuFVOS8I8EXbt+G9TEsxFXfR3Lfv49AnALqGZ4nkQku/3OKEeXqqJF51Ok1daMlBmjZ68re94uP03293Mt7dmR+lhvuEB6CX2s3rbj3VI9SL/8U8k+2dd2VDYuc+2EPhucNhLBYk0JBJiacGtnAG+yFJkV8svdg7heLnbzqftlrVECXwtSbWVLYS+BtHm7qc0Tz0n2TIVsnXDALWgwpVnJGzdto6zL3xtT6cJv/++fwDgCesYaFbec/qOTbvi1cNXjvU0GyclOzat0NPz3Lvbo91RDA1CJWDN4LEonXkln5QM2Jmm3KkTw8AuuLJKxSyKl9b5uUzaz1b7+T0OzsJvfqjJ577WcOB2kVsF+eiZ18e5TW5cXyyMWjNEvCb0nkzyegKoy4Av/UNWSfhuk8wMpcXjshOUyFGeO7bmwBel72WlxTVT+IB0FhO2Q0kBcvccdh9mcSVQStAzdjTxJ1/ZxlPw3g8JC3KhMELSFb5bPivygkMG6pwq5acjuQeKydYA6sImIk2tfiVxs5lJakh8u5teSpgaEZy7q8Xdu0Pu3S1YbnmsGwsYGhQMDa//5sT4xvfAygnvrVr7jf/1wd9h22kX9DqxuuyJpw6dc+r6ntx5ygrL3Tn++kafR3c32TQiGaoLN+XjksmMigSK0FNudlMSBY6fB8Y+DowFdgbuICUMUgJfE/r2UmQ7W5Z3+75d6xeEXWaXUt774SZX39yg54UucgcO3MWiqEhiy5ayUAeuHUUrxFVl0881g8ZlfnwC585qv5m5fOamW+Li2df597KvT1QNlvl49jjn59nXpfsTavb5OGCmMKQ0+lfwdMh6DCJPWHN64s7s/P8U9rEysGtbj/GRhDsf9llp2xdnsECXiFzPI9x7kf/ePCwUnKtPY9N3khZ6G5us2gmjOJEk2mPHhoSJ0RWePAhHZyWRDxeeEaZnnn7KTa2lpz5bHzz7BICfEMHBShRD2XrX219ZvVCZQ+fc9kSXv71pgMGwwtkbBcMNW+pD2Hk5hD1zc67tFQZAvgdBPgVkXBJp+gCd3TzPtW29pG9nZeB3kUHMX1xX5+obG/T8EFRopa8yQEiFkhklMfmi1rVdSsHJnKnWlPtgTQLXH8FP+HcoOPhavl6O+ieE7f4aeOnbxYM1Ez3Fsxa8u6xb6auqiHIzqBgLFIBwG6IkEiMMGmEjvMlKsNkVwKk7jcAD3v7KFrv3evzeXyu3l9N6CK6iUKURPuFUk6IcvcEtENaukmKHiXUq3FJX6bZoC7RnMdjFrqgUSBZXFCutcbaMrfD+fzvPx29KuP/RGsH9E49s2tp+14apyknf5pMC/Jd+9ip2P/LRNEnGzSc+v4/7n6ywfSxgakQy0lQM1iX1quH4gmF20RL7PIn0C0oSeGVg2/nNolLiqiVeWmrfZu3aMrh7eEHMDXeF/P1NA3Q9B24VgvSRbvtw5MBdTiRzNWBp2rscNcljVT+/7jvW1Lj7k8lCJ31CSbEvw/wOQF4T0U5QE34b2Wz+HOUyIv3/j3HSTO1UgOWTRws7z5lF/Vy8pYUDuiyojnvuUMBPvqLNvU/63HCX5fcIQU+ErKYyT9yL8YfshHOvxysvgjVudbcdJrY7MRWZ2X4W+WeXNLMLKfUIjs17HJsfZHqsyuU7WwxE4A9uMNffY9L3vuvNLxzgAEOTr6LXbf/9tvUHtsethVoQhEyOwPhwwtTIKiltvnBLjeWWx0BV4XnSlQftYHLgG0KvVCUpTQNl3asTAR4TeHEO7jDoEoRdvnxnwHs+NMIT+2oQhSBDhLRSykhhNS+y6FDmyWJZ9N+XDH5nAPdF6z4gl35+zfMIil9SUHLxgsCd4+EE0JYALUqzmaXnKAuv+kXmov83ufZ6fhK65yzUmsat5raRXMu05MdCPhC+a1OXP3j3Iu+R8OU7CkrTJsRW4XUO7iIfyJpCxg0xuCl5XY7m0p2nTlLhQ7OWEpsWNz+cItKAqUHJ+JDk2GyAFwQYb3D1ba+97O+jKOK97zo5jhXf5vif//MDvP3HX35/rdb8+cXF/c1LTu+yZXqJwcYiB+aW+dLdkif2BFR8SaOmqEaKSiSoRoaKq21nde6Cb9v7ILCgDoPU0RTLuQMvJvBjfL9HFHSJoi7X3hHy3g8P8/i+GoQV8CKECgiUE3YpQ5TJA5TJtRB9AwxrKEdeCnQYLE6I/pp4wYFFaYxNlLi5cFM5JY6d1a9FqRae/Zwo1puvndoR+f9DX5085/I5916jkVnz/aJpVebhpTO4JLnNXWuNxDhL5myzssm4uHHeKY6nGyOYHEk5d3uH/UcFT+8tFjClKFK7S81WcyCnWZRUkdmsaWGF4ay5s/kJafO6wYZmy/oWYyOLHFuO2TcjODKnOTqnqYZdzj3n7CNzC/M/c/EFF8XfDsffNoIDpOHpxMkSbe6iOfQs199Z5VuPBswvNem0IjaPSBpVy8erkaBWseAOAm0HlLOInc9wup3xubjGUpI8ofR6+F5MGHQJgy7X3hHwW38yxGN76xBFDtweFSkKYLtEcu32szx+9dWZ+6OoWPP1mhB4Au3oE1flEzxiDTXpv8+e6dtx8RNnMdeWBk9CVRxQ177e8uu2D0zfH5n/bPn9cN8TZFNMVj+eaonSGq3S3DIus3QG2LWxw+/+4iIA192ROWRBhwCQFIahdrI+NcbVySHRhlgZ/HxfvSFworvU/aG+UiytKgbrVV5xVo+Ldqwwv7rE7Y8EfOUOxfp1dV555Qbq9eZ3gvB3Bvjw6Fj32Nz8L670pj7zsWsXa4/urbD3iMfkgGTjBIwPeQw3PZp1SaNmt6tFoV5T3y5q29m+nPJw8lrOHQZdgqDL9Xd5/OaHh2zkduBWyqOiBLUc3Fb/olylZG3ZL/PlSDVW+VYGuUvE+pC+dp9MGdicJCFdC/oczN+Zf689y/olsmurDM4b0JSBnpUQT/J68ycuvfyS0VJ2spd3/2RqREHJokNJlE5L3UXh5LrFH7RrU4ffe9ci2giuvxMQGo2hTUBqJAmQKAvwRFNolVKB50HgmkK+J4id/0mSWm4OIKQCQrrxMOtGI3ZNrxBJxWgdLr9ocrVSSX4xqo53v2eAV2RLX3T2znt2bgyXHrzj2Vo17BAywNSwZLDh0WwomnXBQC2lFmkqYZonkZ4Dt3KdKCXdvdtZ6fW14i3vDvwuftDlq/cE/PqHhnlif0FLlPKoeQ7c0vJ7X2bOtZQEW7ikKYseIkd7WgKP9ZYsrbhbG9L7AELfVb7c4T5pZaUvwp8c6aWy9be5rdlhT8GDc15u+p85rztn+YflCqXKBjk1sSvB3b3j2QKcu69BpRqlJFqndiCcgo+Xjx0bO/zPX17AGLjx7oZ7jw1dFZBgu52xhEBDkFr1qa/ASw2x85n3E6tjCjzo9KAXJ8SxVSP23DKqxRWPxdWQ+/cs89ieKq+/6q1LtdrGexYXVk9sX75QgG/eMAVCHZe97tvqw+d94/Cxh/0dG0NGBiT1qqBRMzSqCY1qQjVKcgAXeyy1G0pOOXFXTrGI1QK8h+d3+foDPv/+j4d46vkaRBVQEZ7yqHsF3w7dhJCf821n+VVK/AxO9OOmr1MKyWkGIilwbW1LbcrJ21pMlumIPAldoQTq4sQo6sFrqcLakymnI/Qnk0XteM0oG5SoVyli50ljocQsKiUFWdLGipeSRLp52+Lns6VeKvMeN9r+Hl8UnLrUnNqxvsMH/t0Cv/yH8I37nXjLpKQmZFV6dKUgcArEQAmC1OALa7SZfYZZkFISgg5UgpRWV9Nqpyy3POaXJYsrIcOVhNe87Nz46Jx+2y45fNyPhr4ThL8zwIX02L//AJXKzoPrN8hnX3HR8zuqwSLGhAgJ9WrCUKNLo9olDHpIYayRj7Ylo8xOzc+HFMpTOPbedix7KD/hpnsDfvWDw+w+4CK3ivAzcHuGipsKCt0bk9s0O0VjZukghI3eiTKI2AK9awobgiyCGxvgnMaakyCc/midn0D9Hct+CW2/NuXbFFJOQkVOHsWttgQ3VJyB25yUmGSIKyagDNlmMumuVMKV5rQWxImi17PDCDqP4CW3KU+QKpeIeu41+eXiqvs727B1usP/++8X+JUPGm6+x5CaFEyKkQGxVMRC0RYC5TqfgRSE0s4RBNJq2ROna5HCUPEFAxEM11IaFQ0CHktSNkwN8rOXnfnsabu2HDx08ADT6zd+7wC3H5AiXb5h34bx4V+oXzxyy949T5DoKQaqhpHmMsgWj+/XdHqGiaGUneslaRoCBs9LqYQ9giDJDXqEmxG0ZjSaIEhAJtx8X2TB/XwN4yK3Uh5VF7krqjCGyeY6c7FXeU2hKhLMJLHRuRNDL4V2Ymuu2dS857xEtLDTKWvxnVUDMqD2RckSF6cvipfoSZ55ngyGxX1fIrkG5PZ/KtEVyDnzSdMFkUkRjDNEymTGFuhZtO7g0+0pWh1FkhRuBln0zvUgnkabNPesybuf+S911KcNW9d1+OCvLPLvPghfu6eGTjQECWgFqdslhCAWkrZUCF8R+ZJQgUDSMzFnbFxmciih1fN4cm+V2VWP8To0a5qlzio7zjybp57v/cKtD9+2751vOPcfgu8/DPANG9YR91bw/Nrh/Uejb9331MxLt69fZGp0nicPrXLj/QFfvmOIdtvn3FO7/Na/XOXUdSme16NRbXN4LuHg81k2rxHAhvGUDROWNOw/Lrnj4Qq//edD7D5QxYS2iaOUR1UJ6spQ8SB0kdtOCGVO/8Uaw0zRaNdciPySLKXm8BIcWRH0sP/mS0MkIMRxVWfQroVdmLQW5WVufeK0j+grC55IW05IO/NDu5Mtn9gxrvBhCisIrd3vdY+lFH3UpHip9odtmdHkVna5YM0NDyil0RWPXuyx0qqxuOJla3nc1mjs9g5PkyqNn61NKS+QKjf98wTWIDqGU9d3+KNfXeC3/0Jz10NV9s/4gGD9RMrG8cQRMAFCcWA24sDxOr1KhJKSXdMx7317h/NOTVjp9Lj27kVuuK/OwcN1hpXP6y+b5jWvOetbF1xwyeGV1TaNevX7BziAH9TZs/ueZ8ZHh/74ist2vPS+B2/kKw8I7tk9xpGZKtNDknVTgo1jDWbnqpy6bgYh2nzxDsPff32Ax56tYoQEnSLpcebWNu941SqTo5qPfr7Gl26vMbMU5eAW0idy4I4csENlrEQ39yQXfUrGQuhV3hckmBxN2XnqIgeXV7j2tiqzq1VU4JEo8kaHEiXOW8J3X5kwa/aIgp5kJ1JZr71264Mo8xdObM/niSZFYiyEBbp9bIeKc37e1+kR+RMWcoHSDKs0+Vxj4MdUwh7L7Zhrbq9y9PgAvrGNHa+0yCDwjDW+TCXad+q/cnmx79zvt/WQwtDtGrav7/C/fm2BL93R5S8/X2diJOUnX9XmrC0Jwii0sfOhjzyn+Puv17jhvgk8akzXAp7bvw4dw9Roi5+4fJHLT29x95Mxdz8aURu+CKEaf3zLbfc+c+XlF74Q6L4wgANMrdtApTZ4z/Lq/DUHFg6/ef/B56ngsWvSMD0qmB732bZesG40xZgOn/q6x3//2zEOzw0QerY7laSaJO7wxO4VZo4rdp3a49pvVDi2HFhNt9OWBFkpMI/aayK3J5wUwC2h9aTbOGGlAqEviUJBtSKYGtGcsz1mZGiOLWPz/MGnx1iKB2gT5CKsVOYmqsXlvxTB15YC+yN6f/NGlr5XPgHWRvAM6FpTSFbdha7wOnFR3GlJZK4r6U8217zUnHNni299PyYKu8S6xYe+UOMjXxphpFbhvM0JE8NQiRSR835PfLvz1LbOhVsbXhSZTOl3COG5e99dNSwtikXKxHCHq65s0+kITt/W4+XnJ/SWa3S6VZLU/tzmiR4X71zh/Z8SfPqbUxyeDXnoacFyy2dx1WOl7RP4XdYPGnZctZnG+NZr1k9vuafVXnyhsH3hAK/WJ/nWvYf2VQcu/5Vztj+tXrJz31XX3dphcbHO+vGAzetgy/pVhptz/N0tgt+/eh3tTp0to5LQs5eydiw5uBSyfnKR/+Otyww1DN+4L+JoW5DtyVFSUpWGiiqBWxXgDj3bxg08kc96+m4czvftBxUFgloFGjVNo5bQ6flI6vzSW2ZZ7R7nj6/26GqPbqqIZDZXePLErRzFy6Au05FMbVie2ukD99qKyZpflKlYAWdT7AxcXbIshXWzWqu+OzEj7l8YkK1S9L0EITt85JqAP/ncGIkcoOobVtop4bIpfLd1scqvWPMn17wT/bX13Bg18dyAikIZhYkVM8cEN9wace9DARuGWgzV6hybHaQb2530gZ/QrLf5tbevYORxrrttnGeP2AqcISDwIxZWOnzzoRpXvWLdl1571fm/Akf2C7H5Bw9wgJdesI69e765/+VX7Hr0KzfuvarVOsz0eMCmKdixaYV1YzNcf1/MH39+EpVU2D6mqQUJvrIjTb0UpkcSfv6qVX7ypRoZxnzlgi5PH6wTG4WQilDanayBJLeeKEfuteC24i5BGCiCLHJHUK1oalFK5NsyaavrMzUQcPGODiEdOmmFWEk7IW7Kw7Pu4zyBa5uilZ63xosWfWayadv1Im/ll8uWRckvq0mfWHXJjlSAyCblM4GSKK3QXmMp0XdCZlUUYecarRlpzN1P1VluVxkaFgg03djQ6lortZxCkflDll9Qts/EKvssJfFA0Of4q1KFkooASS+VfPPegOvvbKD8gFj1+NevqaDjJnEirJe8p1lYrjI6FPHv3rhMnBznpntG3XqgmDDwGKwHvPSCMTaccuajX7vlvv2vuPIl3w1kvzuAAzSa4wyPjP/eyMjzW7Zvlj/ZrCyz65QVWvEsv/YRj72HRxhUAZPrNPXIDpN6CnzfWkVs2yC5aPsgqyuC4WCRRkVb/bDwkFI64ZSrc5em9INsTWF27xeT+kEG7kDk43CVQBMFdpBCOiO9dtvjktM7XHx2m5vub6C9kMRRgXJXsK9xckLULvTe+fymLJxkC8CvqbwYTlgRmKHcWgGKfu4vsigu0MLkHuHalDl7pt0+sQFTWE5rAj/hGw953PZoFSI7Ta+1dWnt9Qwdz+TDvQWgTwT5Cdp1KYlTiUqUTWhTz7b2tUJrWG4rElOBqMEdjwoGPcmW6Yha5FbgKCvrmFsKmRiOeNfrl3jNhYf402tGePJAFV/Bzm1TbN+24+/POfu03zs+c/i7het3D/CR0V3cdstNi9u3bvu5A3v3TE+PHLu8xwx/+Nk6ew/U2TwimRgSDNR9KoG0Wb8x+J5kaEAwMWxYbVdZbfdoJquYtAiJnhDONChr6xa3IhHKEkw3OeQrAs8NXjhw56Iu33ZMpSsiayNpNg2jgzFCp7lE9ISr/ZpOZd/Ab2mFiRVhCYqBiAzopeFfd2jtOGxZXJRhXIh8OCGnAcJFcVOSmMpsGawzvlflk6XcMzVFhcM5gs0uCFYWPUzFngypse3xXgJ+z9glXnn+YDUpopRf5PmGA7rteCqUcDOYiSZRGc2xdm9CSlAB9dBjKEw5NmcVpYMD9jMzxj5HJfI4vugzORxx1vpF/u+3LfL7n0o4OD/INhPdOjx6ys/dedvtrde+5tU/fIADvOSKV7L/uftbb3jDK3t/85lP88BjMe2liPM2CyaGrT5laACGBxIWVyVHZxWBL2jULPCydjFCWOrtti2Eyk7iBLnpucmjdpBHb2cxkGnPM6ri4UbhsnlPJ89VbgObKBeZLaL7y2w53EqXedEXxTOKUkzfiz5gK1ePL9tQQKnzmGaVEisqytvjjv4Y48qUFNTGnmCCVBg7bNxn+LO2Zl4+LcvPnbXtbdVFQz4k3EvsFgUvyVaq676cok96kKkaE1t9iYWxnFsZEqWtr3fqkWplA4drHysXMLqxYaWVEPiS2IeZ+R5Lq4ahumRoQDG3WGVuKWBqtM273thipuVxwcWv6mkhvydwf88AB5DVbaD1XdLbZqaGHrk8FCrctcln45RhbLDH0ECbVm+F54+HLK0OMTniUwkNUVBowFc7mtnlkBQfpRw9KYE7KFGSbMuy7wlXMXFblvsGLDhhC4Xn6XxPkBAGVAa8tW11k19619a9TxhRy0Gd2UnIHNxZwymL4uDq26nj+QkkWpOmxeBC/rzZ6jKK2rmN2mvu86tAyQOFNQrENaReu0TD4Kbf3QR8kjpj+cSpMpXO84u+kbtSDiKdx6MVZRlUIlFK4SmP1EtJEo/A8xisp0RRTJwYuqmgGxs6PU2qDWN1Qzdd4anDmueOVhmqpow2FRsnPdI0YmE14iWXXdY+7/yNd4vvY5D7e/7J9RMDbJwa/K2V1uqbmyPTsxfu6nLOzhWazXnqjaMcnJ/hA58XXH9XQC+20zzVMKVaialGXYYaLe5+XPDNB+rEhERKUMl5d2ZHQT7MHJxQ41Zu67KjLX5pcshbY0Uh07yj1+7ASkfm0yh5jaAUMYuO4BqQlzxwLBWRKCVRyoK7bHwUuJE96yLgFkwIK/aPY7uoNLvFiSZJLOiTNBvINXk1w947H5HscWYdURpIyHn52sdGUIsMUZRitCYxEGu3LUFjVXyJVfPFSXbTxLG2rzWBXiKIE0EvEfRi+zhOJEnsZiYTSZIo2/5PPMDnynMTXnL6EssrCUs9QasL7a792wNf8NqLDe9++xzjk/PMJ21mO6s8sKfFrY/EbNq8rrNh68s/uLBUfZ8QQ98LRIHvMPDwQo//36+8m1M3hPVNk/OX3vbIIfX1h0KOLfa45g7Fnv1DbBkNWD/hMzlsGB/uMT7UYv3EAs8fb/HBT9e468kR8CsM+IK6b6i4W2YkFLq6rJ9XTBRBkNW7hZvWN7kVRRhowlATuWHmMIgJg4TQj6lVOjzwpOEjnx9gvmsNRKsKKlm1RpVOqhJoLYCl65baiXNPWXBbqwyxJk8wxUnnppqUgiQVrLRSVtspvZ6ThrrEEUppgONFmTHP2rq7yrY/y2L4WKlC4FZ0MHVunFQbiLnjiZADhysIzydUdntCvptIrr1aFYmydcHKODhraIsbcs7XvBSbOIYHEmq1Ng8+43FwtkrkSarZZxt6NCo+Z54Ss23DHFFF8tIzU/xgmbnOpt6m9dt/L23P/NcdO3cl3xsy7fE9U5Ts2Da90Dt18+D7P/2V6d59T3b+y9ZJ5EhD0+0qNg8rNk4oxocEY0M9JkdWGRyY596nO/zFtU0+f+sIXVWl7gsqTiFYdCfJO5Z+nxVFiaooCyLfh7UrDS09SV0Ed+pFL+XovGR2zgNfIoQstjqsuRXTPaIAknuc795RlncXV5qi6uOVluN6SucWdU/u18wvZP+W/ax00TjDt3ZAktYhVoPSRYKZGjvpniebptB299EWU2yzGxs2TA71QKekRtPViji1iWbiormXQKw0MpF5BcYCXSMSWZpMcidaVkFSlqLEsSFWCi/16PZ8PFXhjZe10ckMH75W89SBEbwFRRikVKOEfRWfocYgoR+zsBBxzFR4xXmJPtoe/y/7Fqb+cK51vPf94vP7BviZF/5LvnjtV9sDQ+de8+5/Ofj/tBeu5+pvKWTSZOt6xdSox/R4zKbJZRq143z2VsOffmkdh+dqEPhEnqUm2fBCf1mwuGVVEy8HOq4mnv1MBnDjhiz6VxkqlSBEipGO+whlRVc538xUd2VaUqYnIrckU+WkMpN7Zq8jG7b2dW5HVwlTRgc7BJVV9t9SY+54xNiAs9HwIPC1HRuDvIKTtdvT1IIo1VaPkhpQWSWlvAFZF+AuhoczCzQFsUToFHSC1ik9bbXaiRZuF6WdslGJ3cUTpwaZ4ARbRdUo5+d5tUg522RD7EniVOEnisTzaHdCktTnFeelnLllkQ9fG/PF20YRMyG+SggDQS2qcNqWBmdvXeDvbtRMbX6VufTcjdfsWGq1L7j4zd8vPL9/gANccNZ6pL/u6RD1ruu+eeWf7N53vzxtOuTUDT6bphK2rl/k8MIC7/nLKgeONkm7ARuaMNOC5dgmAp4TwgeZtiRvxTtg+xbc1gquoAJeDu7yGvHs5jTnbsBitaX5m+urrGgfoaTVImdt7TKg15QEi6aOpSt59M6SSlUCeQbuwNKkSphSr/QYHVxhNV5kqaM4ulwl8J2qMsySQm0jdnYF0QaZ2sQudeY3KsUufXUT6Tkf14XXX1r2+Mv21mtFVSp+9l90+PI9PVbSlFgbetpF8BRiBV5qhxNkast+Ssiini50UTrEXl1kbmkt8ZTCizW+J/OOKEKwslphYaVKJUh41+tXed0lh/ijq0d4+kgDKWIwPr5qcNrWFv/XOy/UabDzXWOTO59e6B76QUDzBwPwdRtP58C+Z3oTGy/76MzcvuprL9nwgfH6MSZHYMv0EjPL8/zXv61z+GiTTUOC8SnB5LAk9pa4/n7J6mrV7qtUhaFnBm5r+2a9VgJfFlSgdPNKwC7G49aAXMXMLsOewyHaeEip+lyvyiv8stp23rxZU+uWa6N3NlmkTD6iF3jW1KgSJlSiHpWoi+9ZirDag9We3c1eXC2MkxNL9zo0qRBuPtJG7dQlnGlmt5DZLxiRJ6JG99MVbaRd7mUUp0x1aVR7rCzEJDqkk0oqqR1A8FKBlxg8aUgTa8OWrW6UiXZ825y0dKikdIFGkaR2zC3wUxZabW64u45IhpgcMUwM1zht3QL/4Z1z/D8fM+w+PIDWPeaXNSrczjlnNX/tnIvP++hTu59NLzjn1B8IwL9/Iz13bNi0jdWlw+mv/JvX7XnT6y9ZPrxcI9ErHF1e4v2fatJabHL2esGO9YodGyPO2+nxa29b4Y2XziFck8E61QrnTOuslnMjoX4zIUtFyrzb5FWTMrgzG7iwkvA3X404fDQE5SGFsGb4GY/sq2+XHa3oB7sUSJWdAJkGPQO3yRV5hf9LQuiGqqVIESahnRpasaAbC7f30RA7y+HU3TJ7hayakuYR263HzissolRZsbt0suhtd5C61YHaY/0E/OvXrkA3JtUJXY0dKdOFdVrsdlEm7vXkt8RWe2x1xXoXdmPo9CSdnqDdk3R7kl5POe9BzbV3ePzR1RXue9LwxHMeT+yt89iecQajUd77Uy2GR1ZISTjv9IiN2y9fntzy5j37DsykO3ds/UHB8gcTwbOjVq/wwOPtL01vvOT/+qk38cHnnv7c8Ee+UIdOnbM2SsaGPEYGFZMjhs3r2lSjLon2rb2x8y6MArvcMwpdxcQZd+Yt+pKq0PMKYFlAm76onXFv349Z7aY8e8Snl9ozxHO6cFWOVGINuEV58WvBP3O7YFfzzq0qHNC93P/FrenwXA4gNRhNojXdVNFLbfnNUwaVOrNKadzJY9DSuT85Lp4qcUI016ZMSyiBu/DiTt1m6Ugptkz2qEVdVtMKsfLpakElNY6i2MjtSUOSiPyq0q9zt5+11axkQxo2TnpS4XuabuyRph6+TGj1DPuOJkhSWh2f5VbI4uow68cr/OvXLHLj/YOcsuN1cz/20ot+FbH8pYNH6z9ISP5gAS6UrVd22/Mfnxq7zHvmoP69HdO3jqVjLYYGPEaa0KynjA522bZ+nnufSfjaAyNEUtKIUiqhoBpJqpEkChWBr/CVncAuqIlxCZ0uePdJKidF9E6pVGLueVJy2/0VesZHSJW7zua7erJyWZmOZLoTacWOSrqadzl6S2fer4qKiSeLq4jybJIr3VrEDBVZ5Iy1ce6qdgJdaZOb4aTaILVBuWqJTq20N02Lxk8/ZSlu2kXvbJN0kniI0OPy87qcua3DnY/HJH5AR3t0tbAacGlIlK2Nq9S4XMM2qYqOaMkKWRfGmdq18JUyRC2fZj3iynNWuf6+JR56KsKTmna3y9yi4vi8x/NHa0yMj/Kb/+elM+s2X/Ibc0vxx0eGpn6g4P6BAzw7wsoQy8srf/WaH7tSNvyZ333ysQfH1o21GWp08JRipNni0NwSH/9ajZXlChsGDI2KoF6R1CuKWjXb39PfGrdR24Lb8wq+W0TwNdzbs/REiphHnwuYXw5B+UgpCcubc7PfodbSEiirBAsOXrymfFSuBHR707mDgJLaAqMkF0gMDhyOgjiQp4oSLTEo5/4kjQW+Omnzx5UP8+iti+itLQfXWpIkHs1ajzM2d7nzsRiTpvTcUHCoIHY2yEoal2yCTMpm+67lj0ZrQ5IKZCyIYwt0Y6S10vN85pcrjA9Xeecrljk8H7F/boBurGExZnAhYd1IwPTWXTOnbHvZe9NU/1VjaPCHAcUfHAdfezQadb745a989Phy9T0jY4Nz9zyzzL1P2hEyqZb4s2tDbrxrlJGKZLhuGKhKBuoezYbH0IBiqAEDNUMlLJovShlrZJ9H7iJqqhLIlSqWGEVBzPNH4TM315hZCcHzCKSwC2mFcaZBLpKLNepA1d+Ol+WTIQN1Buyc7tD3tW2C6DzyWYBr2yp3oqfMn09rY6N0FpVTU3y/zMdNKclMi+itU0Ga32QBcK1IUjumNlKTvO0VLaYn2xDHxFrT1RnvFnnrPs05OCSJey1p0W1NUk2nm7LcillYjllYSllYNiwuSxZXPOYWQ5ZWGvyLCzzeddVxYtEm1h7n7YQzdywzNT06d/rW8D1PPnbDRxsDtR8WDH94AAf4qbe/hcsuPeeT51/2thnhn8PySo0w6HLnbrj9sRHWNRQTA4ZmTTBQVww2PIabgvGhlHWjPTaM96hXsmV1Foyel3Fud18yy8+jppftrk8IKjG3PObxyDNRyazT1twLqwKx5r5cMlxTOVFFpO9LSnPA64LT5wtrnQ5GZAC3q/wsUPtvupRAaoPl4JkTa195sERNMlCXeXf2OJW500GSKhLtc9a2hJed3oJOjDYpXS1syVC7HfO5A1Up2UzsY60z7aJgtW04OKM5OpdwfLHH/FLM/LJhYVmxuOJzfKHK8flhXrIr4KJdS3STHnUpueL8U5e3bpl894O7Vz923kVv+mFC8IdDUcrHxNSWpBcnP3/pWU+cMhiu/vkT+5+PPn3zGCNhRKWmaUQwULPgHmkKRgcTJke6DA+ssPeo5vDcEEZXqFeF2wtkcvvlvBwoi/tiBUpK4Me0WikPPl1ldjUEz0cJQSTdtjVlCnqRV0QyIK+9zyopBSXJHwuTf12O7FIUIM9NedzJmupigVNqsipIBuC1dW6rPlRZFE+F5eI5V7cNG68P6Jaa5JE8VaRaEcceg1XJWad2+extXTpxSCw9uhoiLRyonYlpmklvrW5XSPC0LQ3WKh61WpfjnTZPHw4YrQniJLHjdtLD9z3CQCNEjdCP+Okr2/x1d5lFfWZ3Nd7wby7cNfjZY3Nt/X1A60cD4JES5pmHPnnbVVeN3XnzjWPtw4vnfGJq4Hh06Y6EZw8lLK34DNQ8hgYko4MpU6MdNkzMc++eNh/5whDDoWHnxpRGze7ULC+r8jztFHAGqcp70C09CcOEpw/DA49UiGOreAqlwJe64N99XHsNTVFF5O43wC+AvNZ7pOiIlpbXZms8coGf8+0zZWVgoRPP1nNrZ1BpKyemRFVEztsT91q1siBXmgLo6Rqgpx5x7BFVFOef0WPLWIfHD1ZJfde61yb3jkmdR0kxamy36vluR30UCk7bAi+7cIk/udbjwScH3V8V40lBGHiMDgr2HoWnD0RMD3v8+I+t6553yVuXh4bW3d7rtdOXnTv8w4bfD5eiZMe2s9/Jhz46m/67j7zkczu3TP/sZedPtTZPLzM23CH0PUYGJRMjKZMjbaZGl3jg2VXe/6kB5uZr1EILtDBTI0ZWxxAGCb7SOcCUKEanstq3FDFP71PsOeait0suC0esInp7Csu5s1tOWeQJyWUfjemrmRdgL99OdBSySvRsmLgM8hMoSv69Ql2oS7XxDOxJuoaupKUks3RLUoVOfLZMGLZu6gI9jE6KergWNi9wryPR0E2g1bPjbe2eVUAmqWGl7TPWqPOb71jijB0LPL8AxxYMMwsxcwsp3a7g8HyXpw+uYPz1rTBa/zNnbN905vRYdHjz9PeuEPyRAzjAL//CT/GRd99v3nDxPZ+54qKhf+NX1y8eX4iYHpNsmkqYHltlfKiF7y9xw30+s7MNNo/CUEPRqAoGaprBRszYUJuRZpsoTAowUUTNzDEr8BMWVjTX31pl3+EIAg9PSqt3KSWWZbvlckRXKksynXqwVDEp18yFMLmfnxDkC2TJo3Y5cpOLtnU+wnaiw1UR2ctR221HyOS0pWQ00fQnl24teuIep6kk0crSFKNodz02TcLrL28z3OhCkpBoW7pM89p2YVza7gmOL0uOLUkWV2G5pVlppcwtKvYfaTDZbPDa85dZ1TFHFgUHZzX7j8XsOwJjAz5nnLZ+8Vi84d/8/IdmPvNXH//0ESFEmq05+WEfP3SKUj4uf9nP8PRDf8Lf3rTxUxvGR/0rLu39oRc/MbLSO8CT+wVXnJXw8F7NjfcOs3VcMNZUDA96jAxqxoY6TI8t04lbxEbge3U6XT+3iBMUA7CeTAnDmNufUnzxzppVZUmFL7HVE2cX4SmTc+scyKUo7klpdSYl56wiuczoR9kMyJTWjpuScIoiwSxjPf9OSTSVj6CZPLrrUoVFC1dpkQUXT4Rt+yepPTETLfBcNE/SolSY1cTT1CPpeVx1SZfPfKXDzQ/FmCAlNl5uSSFK1aKVHmi/RxvB/jkPYzShl1ANJY1qwHOHB3n1eW2uu3uJZ/eNcupmzWq7zfGV9Vxy8cWzl40G/377ev9Tqdb83M/+9D8m5P5xAQ5w6tm/BMDCwuLHlPK9/c823//7f7EyNlzpcua2Ll+4NSISAZODgpFBj7EhmBzpsnlqgYNzy3zwcxUCr8IbLwoYqARUogTPs5WWDNxBEBOnCY89F7LcCWztW0i74kT004ysI5lTlgzksqz77m/srBVjFQ5W9ii8fsr0pJ+igIvSJ/uXk/gUahdNpdZILRGpISkNYsSJzSO8BBIpSZRxdfYskvdTlTjxqIcxp2/pcNtjHTpJSM9TuJVLKGl360ahZGJM8LrLVwnCFf7os02eOdZAqZQwSKhUfBrViPGhBm9+ySJ/PpuwcUSya3sVb+CymcuvfOlv9uL4Y5Vm8x8basA/IkVZewwONom1/st1m69479te9y9mtm2q8NCzKYfmqkw1JevGfCZGJFMjPU7dMMehhQXe/3cNHtk9wur8AE89V2dh2aMX28swkHsdKtXlUzf4fOATTVa7AXjKteazrWsmN833cvoh8oEGO8AgXTQvFIPFKNqa5kcG05MY/GR0Ze1RXjnSN1e5hq5kFhE6u+lCI5JmSsCkqGEX9exSuTAtSoaZwrCXeFRCxa++c4V3vGaBKO3YCR5t/wLPNdaaNcFp60NGK8Oct7nBe9+xyNjYIk8egSNzCcdmU54/5nNsrsF40+PU6TZLvRrbd7xx5i2vv/y9Uaj/svkigRtehAhePoabdYxpf/RVr7g4uckXHziw5+tD443jVAYU48OSsUHNlnVL7Du+zAevHuLgwSbnbJRsmvQYbCiE1PmHB+B7KVp3+dRNit/5yyb7ZqrWZAW76k4JnUfirHnkZSBX5NM5npIoT7qNzW6qX2UNnCKhLEwbvrfjO9HQIpLbNr0Q1jsx2ysvhHabzoxT9IFM7L2tW7so7kmSfPFqtrLE3ro9j41jKf/p5xYReHzqWwEdXXVXQ/u3GmOYX9Y8vrdCO1Zs3+DxG29f5A8/K3j22ACNakwYpOze56OiIU7dtI63vu4l8xPTF/360VnxN5NjP7wmzgs5XlSA2w+qwsy8/vj551w8N+wf2jo4uPV/zBy61d9/1GPX5oB9s6v82ZcGOHSoya5pyfS4z/oJj02TMVGY0u4q4kQihKFe6fHU8wn//a/HeW6+DhGQkkfWTDzl5bREOOBSRO98qELk0gCrhTG5F/laSwjjdticsAfqhRyGvjnQta614KK4NqTFj7jDlpEFMvdqiV31x1MQpwI/EaSea9en0q0TdBIIJei0Iyabmt/6P5Z48LmIJ/aG6JpwhkuC+WVDuxs7Xh6g0yG2rpf82tsX+dMvKhbaTXbUF7nzcckbXn1F3PGj92zdfsmeerVynRDBiw2vFx/gAGNDUj/yyDNfGph4W3DG8IOtZ6L0w0utR8Xzx5fkl++OmJurc+Ymj9FBj8kRxbb1XUaG5rjrsRCdDHLaKQrfS5ld7vBHXxhmpjXKcFOS6Ba1cIW5FYPRyvoyCd1XGizTEi+L2p7Mh4b9MrhVkVhmR3mL2Mmcpl7QkfH47MtS4pod2YZgY7B+KJn7ST7mJnNTIgtu8FKZt9UtPbG/SCmNocfR+ZjQr5DEAzTCHu9+4wr/4W9W6aYNfE+wacojEW3uesI+n5KCNPVpdYY4daPkXW9a4LpbwYgh/bpXnW42btrxy2+94Jy/njl0sNeo/eAkr9/P8SMBcIAzz9zGQ4880osqox8PKqd+Y9fO9tu/fs/h/7Y0P8sFp4acdar9UCQh1coKn7s15pHdA1xxho1ojWqHv7k55OZ7x9kyqhhtGM7ZmXLVS+f5sy93ufq2CuCVhopLkTxzplWZgScEQTZ6VgwzZBE2N87MRsZ0/yzkdx/G+yf5C9sGmzhCqXxI1vjJ/ANdFHd2Dp4UxJ4dXkiUfewn0vJybR2rpEi55laPP79uhKsujjhva4ORZo9XnDvDo/vn+fj1VRBW0fmSc2ByYokbb2+yuKKYa2meOgCLK01O36J588uHOLJ0yn86/6xtnxkcGTpw5NBTvanps19sOOXHjwzAAc4+80yA9hev+9ju0Q0D779SDAU7N869LxL7lecf5/4n6px3qkKoFvc+VWEk9KlWYLAes/dozOdvG2Sk4rF51HDqhoCLdzY5c/MCl53e5bp7UgRe4ZrlQG2TTMu7Pc8aCYX5pL4FudW52NdojKs5uzZ6RjGkFPmm3vI2Mih8V4rDFP8VJ4JblSiUkkU9OtWFl4pKIVXZ0HExYaM8V0lRdhzNTySx0sSJpXIYQbtruOvRKo8/M8Z4xYckYMemgDBIeNOlM3zzwTYLq3VW29DuVDj/1EW+fEdCq2s4e2fCnU+2eeTZIYbGzkmHhgZ/59LLeP+z+/elr9px5YsNoROOHymAZ8cbX/+z3H7L59O3/vhb/vPc3ILXXfjSr/2Pv3wg7HQFQ80VnjsWo0yT6VHJSNMwNLDC1bcr5hdqbBmCiWGPsSFFJYxpdySrbYUnhLVj9oy1m3AT+4UNRDYiB2FgnEmR07wom5yCrVC0tcorFcpZL0tpqxXl6XiAwiS+9E2TlQmLy4EQhUQgfy2eLQFaKa2hF9voDbaS4ymrHdFG59HeS1zUdtWUXgJSSbyewfc8eolHECgqFUEUQqdnODanGagF1Ct11k+2+LFzl7jmG1XmllIOHvPZVa+yaarDkcMhjTDkx18mOLRyYfeNb3rlHwwND//nv/v0NbzjJ978YsPmpMePJMABLrviLbRWV6lUj7zPDL5K/sxbd1565603yflO59Kv3Rt4HgEbJyVb1q2y3F3h6w8MMBh4TAwJhgc8BhuGkWaPQ7Oam++rYWLFQNNQDaESQhjYJLIsqvI9QRhAFBpqkXYrEVO7LU7ZiknqIubsok+c2OeIjNVQB77Id8JDf9JYHAVR15DvBc7+f+U8WezWaJvsxolhYTVluW2juMiSZWVX8RldmPL7niyVBW0JERQYK1ZbXg0YbARceV6Lmx7sMbvksbiScnxR0ahGDDUGePnZc9xwT4tnjzQYGzRsW1/l8tOWeHJgKGmnY3e86tJX68rAxjuen229b2lpmYGBxosNl297/MgCHKBay0tM7/3tD34S5W1uPH983UcaA8d/YrJxTI4MrhAEs1x/r2RhocLmEclo02doQDLc6DHUaPHMsYTDc4MMRpLBiqZRldSr1h0LUxicSenAGlhw16sJlSgh9FO32kPjewnVqMeDz4QcONrE9xS1isIY622SBDrn4n3iK1kadgB3r50ePNt+ZimKJ63JURRKq9irCAJf8/xSl2ePQz2QhKUJoiCxEd6gUUoQJ9qaX2KftxdLurGh27Mnpu9pVltV1g21GWm22P98hYWVlOaS5likaFQbrJ/s8ZqLl7nxbsXhOY+9RxtccNbZ+ifeOHz1wED0b3u9+5Zr4+e/2PB4QcePNMDLx2//6jt5du++5Uolevf+A4efefKJe89YXjn65q/ec4z7d1dZ1ww4Y4tH4CtqFcPoUJcwXObrD4Ucm6uxbcTqzocaHs0BD1/BsbmYdkfniZznQRRqGtWEwUaXwUaXWpTQ7tmTYbDR5pnDq3zy62OkqzHTo3ayRUmPMHQUxVi+nW1XUCpBydSBPPtr7AayzLoh49ZZe9z3BJVQ0ahJRpqaDeMdTtk0yx8s+Ty3f5jRujUwXe1J6qFhtGavA76nqUb2RPIU1CqaTheOzNoTME48lDQcDWtsmGzx8rNX+ZO9DWaWAsaaCbOLitV2gO8NcN6WNu3WMmdsO41mY+qa4XXnP2oqE380s9pdXje95cWGwws+/skAHGDL5k0Ax79x/77/uOXcN2/qzD7DxNi6N+898jgbh1vUGz0OHauwflwy2FjlxgcNN94zxFhFMlI3DDY8Rod81o1Bs9HmyUMJi/OKjb5rFCmrWGzWu0yPLdJOlrn18ZDTNkY0a4LBeptHnku586mQTQNQi1IXbRVxTE5PlLIb5gI/oRrGKJUghVvjkC1qT3uk2mNF+tTdGmtMNppnnQUaVcNwI2F8uMPk6CrnbZE89NQgtVAyWIs5Y9ci9+722Ttf5RRhc4YksSQ9CgzTYx1mllp8/YEqzYpHnPoo5REGIQO1Jq89f46nDizx0JPDdGKPkYEe+461+Ob9PheftZ4rLjqTs8/cfs2p2zf8KrT3CTH9YkPguz7+SQE8O1523iZ0b2Gf8M/49d27g4+vW7fjV+g+dMXfXP8oS3Ntzt8R8LUHe3zyphFMp8LUoKFWETTrHhPDsG19m6nxGT51i8+xxUEmhwzG2KhXjVJGh1ZJxQIf/tIAe/cP8C9f6XH2qS1UJUb5CXQ1Cy3BUktTizTdqiZJLVVR0uC79YmDAyssrnQZHijZ6wlXedFdRga6LCwNsKgCBpz7rBA22kaBoB5pBuoxjVqHIOpC4qM7Cb7y2bFO8tMvE1y6c5E//KzmyFKdRsU5UgkL8LGhNgvdeR7e57N+0HL2ShjQqCqOzlUZHRT88psW+URtkfmZYZr1LueNxRzrXsT2s067RYvKH0X1Ux/edyDet3njphf7Y/+ejn+SAAeQwSDAM8aYZ7bDo3t2z0/90r865c/2PHZgm2nfq758Q8hYtcq6DZJjC9aVaaAqmRyNqdXmufqbqzx3pEY3tR4fYBs7jWqMNi3e/6k69z8+wrmbQzo9gZQrfPVOycy84C0vP8Z1d0+x0PIYqll9dOp4r1KGShCj1Ap/cb3klkdG+MkrV/iJl3UxqQbpARXedNk8b79ymVsfXuZT31rHchwyrDUmW3Xo2zUszXoXz1vms9+UjI7EvOLSeXbvGyP0PGaOj/LS0wSVcI4//EzIcttzSaXzZfF7bJ1e5sdfobnhjkmOzguGmnZ7cburue+JGpMjIa+9cI6/uV5TG70oXbdxwzP1ZfV/7jjjksNpyu5a+I8ja/1hHf9kAZ4dbl32bmOe252m+jXD4dC0kOdd/fih2wdmZo7UxpvzGAmNUFONfCaGV/ji7Zr9h6Z482UdPvONHnEa2hXSvqZR69FNO9z26DRbhxTTY5KRgZjEtLnm1iYBDX7pzfMYOc/X7hpjomm1H8bRi8BPGWy0+MTNkj/+zBTVqML2sR5Xnr5A0lvAqApDgzXOP0Vx9uYKl58xjxfO8MmvTDPVyHZhWs/FSpgyPLDKdXfDn39xI7/8xi7rXrLKBw62mV2u8fwxycToAC/ZtcKHghaLnSZxYgVZvqdJTY/P3TLOadOK8PJlvnLbIBs7mmOLhlacsvuARgV1Nqzfvvob775yqdtN3ibC6YPranJf5P3TBnZ2/JMHeHYIcQrGpPs2btlyoNtePv3lV6hLolD/+eLM40n98WeGn33+UMOgODjb4YlnIy7YVmNiPLbrpo1w9MRQjbpcc6dPRXqMNQXDTcnUaIuHntXsPdBg1/QAs/MeV110kLse79HqhaSpcRJTTb0Sc3iuy7V3N/D9KqetEwxEAxw4Bt24i+95bBoxLC42eHJvlTO2Cl534Rw33tdmqV1l0iWcSkIlSllY7fHlu6qM1SokcZ0d6+GsrR327o+YW9LMzAdMDNd45fkrfPGWJp2uIXF7uaXQPH+kBp0mZ++c4YHhNkopwrBNz2xYvuCiHXMXnbXNa1TVL4SNbXcONmuLqTbaUy+ayPQHfvzz+Uuwq1CEEHrf4eX5icmprzYHGtt33/exrW9408/8ztiGlz02ODL+4NNHBjuhP8pwM+HIbEIt8JHS+osHfoynYu58ok7VEww2FJPDKZ24w1fvDmm3fGohLC4H7Njg0agl9OJi5V/gGRrVHgeOaw4cqTNeh5GG9VTs9ey4mJKC0LO2Z7OLPrMLNU6Z8Ng4tspix1o0GGNH30I/YaGl2b2vzlAVVtuKWhjwmou7+GHMkTnN/JKg24u4aKfdHNFNNN2eRqeGpdUqI4M9js4n1CvjXH5+rTMxMfbg63/sksfe/taf/J3f/4uvbq3WmtsnJqa+WvWX5oUQ/6zADf+MInj52LF1GizuWruf3UcQeP9DCO9/tNQO1Rg/78M/uT3ZLpLnLr/nW/vUeds0vRga1VWeOdSmUfNRKmSgKhkeUIwPt9h9qMcDT9eZqLp9NFrQ7vqkiV1oKbCirEqUImWbGx8ISLTPQMUO52bbHbJDG4gTTburWG75jA6HvPK8VR7dM0Srp3LKo6Q1NwoChSdtu361FXLeVs0tG1c5+HzI7KLH0mpALw7ZMKHZvH6V4wsN2l3J7v0DXHFWwp4jW9LhdVtv/cUre7uPHW+9yxM6jaKImz7xPjMytrX1Yn9eP8zjnyXAy8f2LZug6LAkve7Cv/WDcOjg4eP//cDczYHo7U27Se280Yn2+Q8+fpTZ+SUiGRPUYHIkpRItcdcTHqsrEZWmbZXbwQRBr5cSYdvrvm8YaXZ56mCPm+8fhEQ5OYDM7eVkaqs1iTPc7MXQSxRKBrzivFWuu2uFmdlBTnEteSEMUZBAtmFBQjdWNKtVLj6tx8f2djh0XDIzr1jsCiKZcsp0g+XuJCLw7puZ69y/ZdtGdcnLXt1T/thvreru/NbTX7zhgxfj+GcP8LVHEA4CzAO/BPDYQ7egpLhi/0z71eeEnbedccqxHb2gw77njjE63ObJgyl7D4ScPq1pJ7Dcxm5s8DXnndrhsd02eg9UNZ7X4st3RywsV51k1aCU1XxEQUIrSemldoi327NA95U1pB+sVHjdxW0+dm2d5Zay1RBjeOAZj64bMG5UE6Rsc9/jFSYbmq3runSTBkfmK2zZvoNXv6zOZefWn0IFV88vDd0wsdHccuUrv7vFqf/cjv/tAL72OP3sKwBuWV5auAX4VuC1ttZGFrRMrtONoalT2uG5v/mqyw4xMeRx+yPPojvLLKykXHdHxMU7Yx57BmqRoFnr8djehMf21Lh4S8gFZyxw/2MVwgCmRttUKx0OLiSEUcLBnuHwvGFbrFnuJPzZtQGXbh/ijI2L7Ny8wsKix/KKRy8xfOvBQV5+eouVZY9OV7PcUywmp9EME37xpye456HF9y8tLD939lkvkxdfMiTrlcoe4KsjI/97Repvd/xvD/DsaAwMAnw1+/qhJ47j+cFgffbIHeONh6lVZXzGmVP/d2u1+qpqRfP8jGR1/jamRlO8yOfwkuSZQ4N4KDaOaM7fknLfowm1sEO7u8g9jwu6SUgzUpyxuUsaG+YWodXpcdvDVUajkHNPa3Dl2QnP7BNUKoaVToUNE03e8qrzObro0axCJ+nc6LXkB0IP/6yzdnHlyydugd6CEJMv9lv4I3n8/wH+bY6zd40CLABfBDBmD8CTc7P+hMTodetT7rz9YQZqq2jpsdCCg8dl/Cv/6uLfPnqs/Qa/0YrPPcfjzK3QqK0wuxCxabDHhWdUGBsUzC6lDIQ+mzZ3ef2VPjs2h/6qrFw7MXTTby+vCr8SQpIGDA7UWbfxHCaFj8TIYwvyqBDmuYvO+qfXNn8xjn8e1fwfkWPm4DdRgolv3nO8OTLQNo/uVZyxyRAFLeYWK0wMx9z6WMTksOH4sqaiFKefEvPIHsXmdaGYa08sCmGOvvUNL32x/5R/Nsf/B7l90LUlMtFCAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE4OjM3OjIxKzAwOjAwG4BmMwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxODozNzoyMSswMDowMGrd3o8AAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 171298000
{'hecke_orbit_code': 22518135726800971, 'n': 1, 'trace_an': 10}
-
id: 171298001
{'hecke_orbit_code': 22518135726800971, 'n': 2, 'trace_an': 0}
-
id: 171298002
{'hecke_orbit_code': 22518135726800971, 'n': 3, 'trace_an': 25}
-
id: 171298003
{'hecke_orbit_code': 22518135726800971, 'n': 4, 'trace_an': -1554}
-
id: 171298004
{'hecke_orbit_code': 22518135726800971, 'n': 5, 'trace_an': 0}
-
id: 171298005
{'hecke_orbit_code': 22518135726800971, 'n': 6, 'trace_an': 2257}
-
id: 171298006
{'hecke_orbit_code': 22518135726800971, 'n': 7, 'trace_an': -1960}
-
id: 171298007
{'hecke_orbit_code': 22518135726800971, 'n': 8, 'trace_an': 0}
-
id: 171298008
{'hecke_orbit_code': 22518135726800971, 'n': 9, 'trace_an': -11207}
-
id: 171298009
{'hecke_orbit_code': 22518135726800971, 'n': 10, 'trace_an': 0}
-
id: 171298010
{'hecke_orbit_code': 22518135726800971, 'n': 11, 'trace_an': 0}
-
id: 171298011
{'hecke_orbit_code': 22518135726800971, 'n': 12, 'trace_an': 5915}
-
id: 171298012
{'hecke_orbit_code': 22518135726800971, 'n': 13, 'trace_an': 16920}
-
id: 171298013
{'hecke_orbit_code': 22518135726800971, 'n': 14, 'trace_an': 0}
-
id: 171298014
{'hecke_orbit_code': 22518135726800971, 'n': 15, 'trace_an': 0}
-
id: 171298015
{'hecke_orbit_code': 22518135726800971, 'n': 16, 'trace_an': 44634}
-
id: 171298016
{'hecke_orbit_code': 22518135726800971, 'n': 17, 'trace_an': 0}
-
id: 171298017
{'hecke_orbit_code': 22518135726800971, 'n': 18, 'trace_an': 224875}
-
id: 171298018
{'hecke_orbit_code': 22518135726800971, 'n': 19, 'trace_an': -143934}
-
id: 171298019
{'hecke_orbit_code': 22518135726800971, 'n': 20, 'trace_an': 0}
-
id: 171298020
{'hecke_orbit_code': 22518135726800971, 'n': 21, 'trace_an': 673428}
-
id: 171298021
{'hecke_orbit_code': 22518135726800971, 'n': 22, 'trace_an': -818990}
-
id: 171298022
{'hecke_orbit_code': 22518135726800971, 'n': 23, 'trace_an': 0}
-
id: 171298023
{'hecke_orbit_code': 22518135726800971, 'n': 24, 'trace_an': -1016859}
-
id: 171298024
{'hecke_orbit_code': 22518135726800971, 'n': 25, 'trace_an': 0}
-
id: 171298025
{'hecke_orbit_code': 22518135726800971, 'n': 26, 'trace_an': 0}
-
id: 171298026
{'hecke_orbit_code': 22518135726800971, 'n': 27, 'trace_an': 260830}
-
id: 171298027
{'hecke_orbit_code': 22518135726800971, 'n': 28, 'trace_an': -3810100}
-
id: 171298028
{'hecke_orbit_code': 22518135726800971, 'n': 29, 'trace_an': 0}
-
id: 171298029
{'hecke_orbit_code': 22518135726800971, 'n': 30, 'trace_an': 0}
-
id: 171298030
{'hecke_orbit_code': 22518135726800971, 'n': 31, 'trace_an': -3014060}
-
id: 171298031
{'hecke_orbit_code': 22518135726800971, 'n': 32, 'trace_an': 0}
-
id: 171298032
{'hecke_orbit_code': 22518135726800971, 'n': 33, 'trace_an': 4677515}
-
id: 171298033
{'hecke_orbit_code': 22518135726800971, 'n': 34, 'trace_an': 4977146}
-
id: 171298034
{'hecke_orbit_code': 22518135726800971, 'n': 35, 'trace_an': 0}
-
id: 171298035
{'hecke_orbit_code': 22518135726800971, 'n': 36, 'trace_an': 4500527}
-
id: 171298036
{'hecke_orbit_code': 22518135726800971, 'n': 37, 'trace_an': -3016760}
-
id: 171298037
{'hecke_orbit_code': 22518135726800971, 'n': 38, 'trace_an': 0}
-
id: 171298038
{'hecke_orbit_code': 22518135726800971, 'n': 39, 'trace_an': -7513282}
-
id: 171298039
{'hecke_orbit_code': 22518135726800971, 'n': 40, 'trace_an': 0}
-
id: 171298040
{'hecke_orbit_code': 22518135726800971, 'n': 41, 'trace_an': 0}
-
id: 171298041
{'hecke_orbit_code': 22518135726800971, 'n': 42, 'trace_an': 4001760}
-
id: 171298042
{'hecke_orbit_code': 22518135726800971, 'n': 43, 'trace_an': -11747340}
-
id: 171298043
{'hecke_orbit_code': 22518135726800971, 'n': 44, 'trace_an': 0}
-
id: 171298044
{'hecke_orbit_code': 22518135726800971, 'n': 45, 'trace_an': 0}
-
id: 171298045
{'hecke_orbit_code': 22518135726800971, 'n': 46, 'trace_an': -13938636}
-
id: 171298046
{'hecke_orbit_code': 22518135726800971, 'n': 47, 'trace_an': 0}
-
id: 171298047
{'hecke_orbit_code': 22518135726800971, 'n': 48, 'trace_an': 14748755}
-
id: 171298048
{'hecke_orbit_code': 22518135726800971, 'n': 49, 'trace_an': 8953546}
-
id: 171298049
{'hecke_orbit_code': 22518135726800971, 'n': 50, 'trace_an': 0}
-
id: 171298050
{'hecke_orbit_code': 22518135726800971, 'n': 51, 'trace_an': 6209287}
-
id: 171298051
{'hecke_orbit_code': 22518135726800971, 'n': 52, 'trace_an': 38918320}
-
id: 171298052
{'hecke_orbit_code': 22518135726800971, 'n': 53, 'trace_an': 0}
-
id: 171298053
{'hecke_orbit_code': 22518135726800971, 'n': 54, 'trace_an': -8886272}
-
id: 171298054
{'hecke_orbit_code': 22518135726800971, 'n': 55, 'trace_an': 0}
-
id: 171298055
{'hecke_orbit_code': 22518135726800971, 'n': 56, 'trace_an': 0}
-
id: 171298056
{'hecke_orbit_code': 22518135726800971, 'n': 57, 'trace_an': -14759525}
-
id: 171298057
{'hecke_orbit_code': 22518135726800971, 'n': 58, 'trace_an': 48407900}
-
id: 171298058
{'hecke_orbit_code': 22518135726800971, 'n': 59, 'trace_an': 0}
-
id: 171298059
{'hecke_orbit_code': 22518135726800971, 'n': 60, 'trace_an': 0}
-
id: 171298060
{'hecke_orbit_code': 22518135726800971, 'n': 61, 'trace_an': 1520220}
-
id: 171298061
{'hecke_orbit_code': 22518135726800971, 'n': 62, 'trace_an': 0}
-
id: 171298062
{'hecke_orbit_code': 22518135726800971, 'n': 63, 'trace_an': -74748240}
-
id: 171298063
{'hecke_orbit_code': 22518135726800971, 'n': 64, 'trace_an': -4536998}
-
id: 171298064
{'hecke_orbit_code': 22518135726800971, 'n': 65, 'trace_an': 0}
-
id: 171298065
{'hecke_orbit_code': 22518135726800971, 'n': 66, 'trace_an': 10465295}
-
id: 171298066
{'hecke_orbit_code': 22518135726800971, 'n': 67, 'trace_an': 16269290}
-
id: 171298067
{'hecke_orbit_code': 22518135726800971, 'n': 68, 'trace_an': 0}
-
id: 171298068
{'hecke_orbit_code': 22518135726800971, 'n': 69, 'trace_an': 11394978}
-
id: 171298069
{'hecke_orbit_code': 22518135726800971, 'n': 70, 'trace_an': 0}
-
id: 171298070
{'hecke_orbit_code': 22518135726800971, 'n': 71, 'trace_an': 0}
-
id: 171298071
{'hecke_orbit_code': 22518135726800971, 'n': 72, 'trace_an': -172231185}
-
id: 171298072
{'hecke_orbit_code': 22518135726800971, 'n': 73, 'trace_an': 52090170}
-
id: 171298073
{'hecke_orbit_code': 22518135726800971, 'n': 74, 'trace_an': 0}
-
id: 171298074
{'hecke_orbit_code': 22518135726800971, 'n': 75, 'trace_an': 0}
-
id: 171298075
{'hecke_orbit_code': 22518135726800971, 'n': 76, 'trace_an': -29529046}
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