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mf_newforms • Show schema
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{'Nk2': 3920, 'analytic_conductor': 14.455467951406451, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [7, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [245, 1, [197, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 8, 'field_disc_factorization': [[2, 3]], 'field_poly': [-2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 8, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [14, -8, 1]], [3, [-31, 2, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996340814069, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '245.4.a.k', 'level': 245, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '35.4.a.b', 'nf_label': '2.2.8.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(4+\\beta )q^{2}+(-1+4\\beta )q^{3}+(10+8\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '245.4.a', 'trace_display': [8, -2, 10, 0], 'trace_hash': 145307766454728591, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.936', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.095', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.177', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.018', 'prec': 17}, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [4, 1], [-1, 4], [10, 8], [5, 0], [4, 15], [0, 0], [24, 34], [6, -8], [20, 5], [-7, -32], [54, 32], [-25, -4], [0, 0], [-5, 20], [84, 96], [25, -44], [8, -26], [-18, -44], [50, 40], [0, 0], [-92, -135], [122, -68], [248, 62], [25, 0], [-108, -41], [-43, -76], [0, 0], [-13, 24], [20, 75], [60, 180], [336, 196], [-249, 4], [12, -151], [0, 0], [-68, -32], [282, -60], [-160, -194], [-7, -96], [120, 170], [164, -124], [0, 0], [-130, 68], [-582, -376], [30, -40], [352, -150], [175, 132], [684, 240], [0, 0], [100, 25], [-377, 144], [-314, -240], [-28, 128], [-324, -347], [-35, -160], [0, 0], [-334, -28], [-4, 83], [616, 0], [270, 160], [-168, 108], [600, 780], [0, 0], [1064, 352], [-125, -20], [-988, -233], [-76, -64], [-454, -240], [-666, 556], [0, 0], [-952, 0], [-400, 12], [-338, 344], [1008, 42], [-25, 100], [-884, -584], [0, 0], [-220, -391], [507, 248], [420, 480], [-727, 120], [408, -332], [188, -600], [0, 0], [125, -220], [-384, 142], [205, -76], [-2344, -1006], [108, -44], [40, -130], [0, 0], [132, 296], [1380, 60], [964, 703], [-90, -220], [1232, 1148], [-1371, -220], [0, 0], [470, -136], [250, 200]], 'ap': [[4, 1], [-1, 4], [5, 0], [0, 0], [-7, -32], [-25, -4], [25, -44], [-18, -44], [122, -68], [-13, 24], [60, 180], [282, -60], [164, -124], [-130, 68], [175, 132], [-28, 128], [616, 0], [-168, 108], [-76, -64], [-952, 0], [-338, 344], [507, 248], [188, -600], [108, -44], [-1371, -220], [338, 68], [667, -716], [862, -456], [241, 1056], [-242, -1140], [1304, 64], [110, -1324], [644, -1108], [-166, 256], [226, 392], [-645, -1184], [-774, -176], [-174, -832], [795, 308], [-403, 2044], [2300, -480], [-2028, -400], [-1099, -512], [-404, -804], [-696, 988], [-3080, -152], [4863, -552], [2811, -2516], [-325, -948], [1260, 3796], [88, -368], [263, 3760], [3146, 2228], [118, -304], [4818, 2152], [2014, 2272], [-2266, 696], [-1904, -1980], [4286, 3304], [-1853, 1048], [205, 3972], [-3863, -2532], [-579, 948], [-4466, -2300], [-3561, -3532], [-642, -5048], [-7308, 1680], [-3546, -2528], [846, 6148], [4494, -4084], [-4299, -1060], [-448, 1920], [2095, 3732], [1916, 3204], [-2460, -1264], [2756, 2776], [-3747, -1856], [-1131, -2204], [-6503, -1648], [6010, -4024], [5028, 5488], [3401, -7176], [-5807, 440], [-1890, 4336], [5502, -48], [-8490, -2124], [-12041, -3400], [6224, 6452], [-10056, -2816], [-13792, 3628], [-119, -4876], [-10266, -5564], [11062, 3872], [379, -112], [3269, 1888], [3589, 5668], [-7930, 6928], [-7390, 900], [12228, 3152], [15475, -4360], [9192, 1204], [8712, -11728], [-18716, -2160], [-11182, -848], [-8676, 2056], [-2069, -1884], [12096, -2584], [-9261, -6844], [1329, 15080], [15970, -16], [5917, 14196], [-1982, 1872], [-2382, 14696], [-610, 8316], [9681, -3040], [-17758, -1200], [9599, 3604], [-8360, 14888], [314, -8980], [10701, -9032], [4096, -3656], [564, 18124], [13319, -6428], [9384, 12828], [12428, 14776], [-8633, -17416], [16803, -2192], [9574, -1060], [-13992, 12488], [-989, 11292], [-2543, 6416], [20940, 3544], [5739, -14024], [1824, -3096], [13490, -11108], [314, 15664], [7935, -12452], [29083, -5756], [8429, -22596], [-10079, -5744], [18406, -11240], [2117, 11160], [-3740, 12572], [25174, -7104], [-26676, 3316], [15282, -9196], [-11374, -1392], [4638, -16496], [-12300, -4256], [16688, 15164], [-24974, 3724], [-15392, 20848], [4004, -628], [-20248, -13072], [21466, -1572], [10368, 17144], [20079, 4064], [-18060, -984], [-32427, -1444], [-6480, -5428], [-18152, -14100], [6808, -1252], [-21982, 23672], [-22200, -108], [14374, -20], [-21139, -9420], [-5344, -21104], [50713, 12]], 'char_orbit_index': 1, 'field_poly': [-2, 0, 1], 'hecke_orbit_code': 45035996340814069, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '245.4.a.k', 'level': 245, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [7, -1]], 12, 6], [[[5, -1], [7, 1]], 9, 3], [[[5, 1], [7, -1]], 9, 5], [[[5, 1], [7, 1]], 11, 2]], 'ALdims': [11, 9, 9, 12], 'Nk2': 3920, 'analytic_conductor': 14.455467951406451, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [245, 1, [197, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 76, 'dim': 41, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 67109109, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 5, 5, 6, 6], 'label': '245.4.a', 'level': 245, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 92, 'mf_new_dim': 41, 'num_forms': 16, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 41, 'sturm_bound': 112, 'trace_bound': 3, 'trace_display': [0, 2, 5, 0], 'traces': [41, 0, 2, 148, 5, 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mf_twists_nf • Show schema
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id: 196480
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '245.4.a.k', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '35.4.a.b', 'target_level': 35, 'twist_class_label': '35.4.a.b', 'twist_class_level': 35, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 196481
{'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '245.4.a.k', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '175.4.a.c', 'target_level': 175, 'twist_class_label': '35.4.a.b', 'twist_class_level': 35, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 196482
{'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '245.4.a.k', 'source_level': 245, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '175.4.b.c', 'target_level': 175, 'twist_class_label': '35.4.a.b', 'twist_class_level': 35, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 4}
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id: 196483
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '245.4.a.k', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '245.4.a.k', 'target_level': 245, 'twist_class_label': '35.4.a.b', 'twist_class_level': 35, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 196484
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '245.4.a.k', 'source_level': 245, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '245.4.e.h', 'target_level': 245, 'twist_class_label': '35.4.a.b', 'twist_class_level': 35, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 196485
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '245.4.a.k', 'source_level': 245, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '245.4.e.i', 'target_level': 245, 'twist_class_label': '35.4.a.b', 'twist_class_level': 35, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 196486
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '245.4.a.k', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '315.4.a.f', 'target_level': 315, 'twist_class_label': '35.4.a.b', 'twist_class_level': 35, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 196487
{'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '245.4.a.k', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '560.4.a.r', 'target_level': 560, 'twist_class_label': '35.4.a.b', 'twist_class_level': 35, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 196488
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '245.4.a.k', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '1225.4.a.m', 'target_level': 1225, 'twist_class_label': '35.4.a.b', 'twist_class_level': 35, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 196489
{'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '245.4.a.k', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 26, 'target_is_minimal': False, 'target_label': '1575.4.a.z', 'target_level': 1575, 'twist_class_label': '35.4.a.b', 'twist_class_level': 35, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 196490
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '245.4.a.k', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '2205.4.a.u', 'target_level': 2205, 'twist_class_label': '35.4.a.b', 'twist_class_level': 35, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 196491
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '245.4.a.k', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 40, 'target_is_minimal': False, 'target_label': '2240.4.a.bn', 'target_level': 2240, 'twist_class_label': '35.4.a.b', 'twist_class_level': 35, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 196492
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 11, 'source_is_minimal': False, 'source_label': '245.4.a.k', 'source_level': 245, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 41, 'target_is_minimal': False, 'target_label': '2240.4.a.bo', 'target_level': 2240, 'twist_class_label': '35.4.a.b', 'twist_class_level': 35, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 577300
{'charpoly_factorization': [[[14, -8, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 2}
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id: 577301
{'charpoly_factorization': [[[-31, 2, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 3}
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id: 577302
{'charpoly_factorization': [[[-5, 1], 2]], 'hecke_orbit_code': 45035996340814069, 'p': 5}
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id: 577303
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 45035996340814069, 'p': 7}
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id: 577304
{'charpoly_factorization': [[[-1999, 14, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 11}
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id: 577305
{'charpoly_factorization': [[[593, 50, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 13}
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id: 577306
{'charpoly_factorization': [[[-3247, -50, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 17}
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id: 577307
{'charpoly_factorization': [[[-3548, 36, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 19}
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id: 577308
{'charpoly_factorization': [[[5636, -244, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 23}
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id: 577309
{'charpoly_factorization': [[[-983, 26, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 29}
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id: 577310
{'charpoly_factorization': [[[-61200, -120, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 31}
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id: 577311
{'charpoly_factorization': [[[72324, -564, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 37}
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id: 577312
{'charpoly_factorization': [[[-3856, -328, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 41}
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id: 577313
{'charpoly_factorization': [[[7652, 260, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 43}
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id: 577314
{'charpoly_factorization': [[[-4223, -350, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 47}
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id: 577315
{'charpoly_factorization': [[[-31984, 56, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 53}
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id: 577316
{'charpoly_factorization': [[[-616, 1], 2]], 'hecke_orbit_code': 45035996340814069, 'p': 59}
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id: 577317
{'charpoly_factorization': [[[4896, 336, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 61}
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id: 577318
{'charpoly_factorization': [[[-2416, 152, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 67}
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id: 577319
{'charpoly_factorization': [[[952, 1], 2]], 'hecke_orbit_code': 45035996340814069, 'p': 71}
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id: 577320
{'charpoly_factorization': [[[-122428, 676, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 73}
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id: 577321
{'charpoly_factorization': [[[134041, -1014, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 79}
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id: 577322
{'charpoly_factorization': [[[-684656, -376, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 83}
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id: 577323
{'charpoly_factorization': [[[7792, -216, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 89}
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id: 577324
{'charpoly_factorization': [[[1782841, 2742, 1], 1]], 'hecke_orbit_code': 45035996340814069, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 11, 'label': '245.4.a.k', 'level': 245, 'portrait': 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C0Q1jAzbpgeS1luB7T7gkHisdITrB8zLLUMJ+cVFc9n/SRsnolYNzVgdipk/VTI5nWWresVl2/xqKo6x042eXSvz9MHE54/EZOqDu+8tcUdt1iqaoqDJ8Y5dlZz5nzK3KID96FFy2uuWuBf/70VtkyPceb8BOcW68wv+5xfkSyupCy3UlYHikf2LfC6K49evnvd8utPn4q3nzwb3v0TH/5A9NHf+6NXGhJ/pcd3NIOfX+gwMz2PMbVf6q8cueXxR+6VDz9jbvnC/XM69tr8uw+tsmN2msOnxzi3GDC/LFhcSVlajVlqpcy1BEeXYN30Kv/mh5e4YVeNU/OTnD1f5+yiZn7JMreYcHoh5XwnYXxywOuu7nLTHvBllUAFzC9XOLeomVsW9EJIEkPFN9QrKRNjCQY4MZfQ7sK2dR71aoi1AoRPt2/Yuj5kaVWDdVJktQthAhbLciti06xHp68QyiJMSLPisXXDgNWe4MRZTWo0U01JoyIIPEgSQS+UzC1Lzi1Z5lcSgmAAXsLNV3S55UrBTLPK0kqTU/MBZxdhfjFhfjnhzDIcWbK8+opF/u0PLbN+fIxT85PML1VZWPVZXBEsrKQsrsTMraQcOKfYvGWZf/NDK8T9dTx7ZGuy76R8+N3veZe5eveOh4Cf37Vt6pWGyV/4+I4NMl96/veZnWlw5uziL37j21/7p5dN3R1M1wQ71o+xab3Hk4cl51cSXrVzwFi9wiBUxImHMW5REgKkTFECji5N8AufFPzij85z3Y6IRnWSerVBsxbQqHmMNxXzS4q5Fc03Hqnw1YcSdm3psWdnwvJKn8u3hHzg7YY4UQgsX360wvlWhWoacvycotttcM2lKefbCfsOeFy2RXLoLNy8G1odiIwm0BHTdTh4pkqtGhOohLGGYLUDN17e4cjpgMu2GY6dDXnxiPvveVsGHJm3jDVCltsRX/lGDSsUaZpy27U9XnudZW7V47pLBlyy0SOJm/T6VfYdrTC36MB6fiVhftlwclkw34249rIl/vUHu8w2Jzlxbpz55QqLqz5Lq5KlVspqJ2G1a2j3YaUH10+GbJ6JeeIFwUPPLOoXz/KGM71P8tN/Zybcd9yr/NrHPmMkafRPPvSBVxoyF318RzL4f/yNz/HRL9yg/us/u+v/fHbv8r/45J1zamxijl/+8ArbZwOeOphwz5MR//zvhiimOLs4wcJKjaVVn8VVj+U2boltJyy3ExbbcGpFoKsDXnvlMt//hogds3VWu03OL1dZWPZZbAmWW04irHQM7b6hHVp6g4SpZszWdQYQBJ7l9HkPIQO2zSp2bLRsnO0xvxLy3KEG1++y1Kor7D08SaMeEUUeUxOG/gAu3zrgU/eNs3tLQhhapsckcdqnUQl48fiAqlfn2ssSnj8aMb/ks2kqYMcG2Lo+QqmY04vgexYhLNvWJUw0JJ1+QLfn0e55LLcVy6uw1DIst1IWWylzLVgapGzd1OX7b1vktXs0Fa/JucUmiysVFlc1y2332VfbMcvtlKW2Yb4tOb4q8Lwl/uUHz/G1R9fx+L4xtm7o8B8+tMTm6enwxXO727He8ps//P7L/u2pA6fSrXu+80D+HQXw/QcOUKtVq6dPndz61W++8P7nD5779wePnMGiOdOR7N65wi17VllYNpxZMPyrH+5w/a4K55cnWVxpstyusNzyWG57rLRgpWMcI3USltuW+ZbgbNeC6HLHrS3e8RrDzg0VoqjGSqvCaten1VGsdAWdnmAQWqLEkqagpCXwoBpYxpuW2ckY7Q04ci7ihcMBJqnz9hsjtLfKU/vG2L4BvvZ4wq1XBZxv9aloRZLGTE5AEntoL2FpqcbrrmvztUca7NgATx4K8ajxttcYEtHnhSMpx05X0NJn3YRmoi6oBgLfFygBiYEotgwi6PQsq11Dp2dY7RmWupZ+mrJtc4933NTijlsiMA2WVsc4v1xlqeWx3NastGC1k7LaiVntGFa6hsWu5ExbstiKeO3l5/iXf3+BU/MBc8s+r7kMLt9aZ2GlQRQbKvUtJHL7vzTetZ/ZuHHTySga9C/dddkrDaXi8R0D8NWFfYxNT/nHDh370HN7D//mXfc+I07Pd2QYQy8UtAYw35Gs9i1xYoiSkBuvWOQjP77C9bsqLK5MsLhaZ6VdYaXjs9LWrHYEqx1Lu+uW3lbXsNK1nO8IzrUME+M93vLqDjfvSdi2TtGserQ7FQJPAoookRgjMBZ6A0AYJhoDDp2xGBtxz5N1wl6VSzf5vPbqHrFZ5YGnx7l2l8ehuS6tlSY3Xd3jG08FrJu07Dth+cfvabPveMC6Scm9Tytee7liudfm6KlJrr0s4oEX+iRhjZuv8Llky4B+0uXrTylIBUdOa5o1jRbQ60uMFaTGEieANGjf0Opa6o2YLRtCbrm8x1uuT5iqV5hfHmNptcpK22elo1lpC1pdWO0ktLsJrW7Katey1JPMtSWLnZibL5/nP/z4Aq/ZLYnigDAKWO3WWG5V6fQCegNNbyBZ7dVNc/pqu27jpT+5Zfuuj60uL0SvuW73Kw0p4DsE4GHck5jOu/pzn7r01Lnxjzz08HPesbOK5XZKu5fS6Ru6fUsnFHRCwWokWA0Fq52IW65Y4Jc+vMh1l3qsdsZZXKmz2qmy2vFZ7WpaHUWrB52upd1LaHdTun1Dq2dZ6AoWuhCnIdfs6rN+MqXbs3zXTSHb1xuSVKKlJYrh/ucqnDxfYcNEwt4jFTA19mxWXLfbEFR6PHWox8JinSu312mOr/DI8x437Kqw1FtlZaXJ+vWWx/cpfvBNXZ7Yp9k867HYbbGyPMl1l/d4ZG/KZHWcKy/tcr7V4vGXxqnqOq/ebbls6wBkl+eOCWYnY+YXYh54zmMQK6SE1Fi2b4h4y00Rna5i44Thul0QRTWWWzWWWwGrXY92T9HqStpdaPdS2t3s/PYMqz1Y6gnOtAWtfsgtu8/z7z68zI27fRZbDXqDCr1+QG/g0en5dPqadk/T6kjml1KOnRlw+TWviZd66T//Fz/9nsOT4/WvKFk1rzS2XvEgc3klpLWa/NDzLz7zazubL00uzUka9SozkwqkRCmBVimeMvjaUtGWqrbUtaCifB47uJ6f+z2P99yyzAfetMz2jRFzSwkVv0o18KlVPOpdTacqafQ9xuqa3iCl209ZFxr6oaUzCFheqHD6lCVKDGfmEoLAAgJfWbQU9PoKgUfS07xqu+CSjZatm3qEaYe7nlDsPzzBW68PuO7yFT5xl8UXNbZv6vH8I4pN44rpZo+KqhLFHuc7UK9oNq8TPLs/4rrLqrzh2kU+fmcf32vw5hstXtDjm49HfO2xOi8dq7JzY43tG1JmJiJ2TMdctT1FKYNWFrDUgoCZ8YAodgDce8ijO9D0+oruQNLtQ3dg6fbcZ+/0U7p9S7tvWO0LFrqKuVVDvdnip9+xwHteO+BVO+ucW2zQ6VfoDXx6ffff7PQ0nb6i3RWsdJwUDBP42r1PeLJe/7UjBx9fvv7aN/xTk4Qflzr4Xxfg1raA6Mf2733kl04e+Mbk2LY2giaVwNCsOdcCNFJmINcpnmfxPIsf5mBXPHd4hmcO1Th09jzvuaXLLVcMmGg0WGrVqbcrNGs+3eyidAeS/kDTCzWD0DKIDFFsiWNLkrojSnysAakEnhZUfMF4QzDRgPXThs3rekxPtLj7KXjwGQ9pxnjr9R6v2tPhoZdiokGT175K0Or3Ob9U5+bLDNPjPao6YJAoFtoxyghedZmm1gh5+kCF1183xk3XdHj6gAI7xvVX+PzoO5f5xrMR9z5RZ9/JCltnFOsnq0w0aow1oBqApy1KgrGw75ggTQVxIogSCGPcZwxT+qFhEBp6A0MvNHT70A5hsauY70Bo+tx+7RLvuqXND77ZkKRN5hbrLojt+/QGXnazKDp9Sbcvafcs7U5Ct58SJWCMZXFumT/8k29MHjvj/8dbXnurPnGu/3vbNlT/1wP4wZOrHD6tf7S18MVfqod3zV67M8XYCkpZqn5KvaZIUoHFNQ5oKdBKoHWKpy2+tgTaEuiUmidZ6tX49H2b+eYzHW69apUP3t7iqh09psZrLK3W6PQDen0vA7ZyRyQIY0mcCJLELfWudssFlVpDxYda1TDZiNk02yOhy6EzMX/6QIWjp+qMB1VuuEJz89VtHj/Y4p5Hm9y4q8LWDT0+dZ9AiYBmI2a1G2IsKAEzzR7tjo9Jqrzr1vN8+ms1Lpmv8I4be0TxEg+8MEWcVnjNFbO844Y2u7a0+ObTPZ4/VeO5Yz6bJyWTTUEtEPieuwmlACEsxjqgxUl2s8aWMHY38iCCfgSdgWAlFCx3QOgB1+5e5YNvWeXWK1OmGhVW2jVanSrdgZMk3b4q9HZvIOn2BZ2+pdtP6PSc5BuEltQKfB3wtUf7PHzgq7P/qrr0S9/79rdaa+d/X4hXpjrx/3WA/7P/8AluvmyCB7557w8fPNP/yDcffXz6fa8/ywffougNmohulShWxIkkTQTGCgQCKRVKCZQWeCrFVwZf44DupdQ8wcpAs7Q6wWe+VeexvV1ee80qH3zzKtde0mIqrZIkAb1BhW7fox/q4u8kqSQ1+d+ySGEJfEOtkhD4Eb4XcmYp5M4nJYdP+xw7PYEyAZds8Ll8h+L6PW1UsMALRxpsGq9x5U5YP7PCcrvJVZskibHc/URA2JOM1xPe9poBX3kg5uRcg92XepxbHfDiUY8t6ya4ZscCDz3f4ZEXBWHks2fHJHu2BOzZ3OHIuWUOn4En9tc4dLROTQsCLakHlooHUrqgylp3syYpRAlEqaAbCtoDQTuGyCQYO+DVu9p88C1tbr0qZcOkzyBsspQHkH0vA7WmFyr6A+EAHuJWgX5Kr5/SGaT0Qks/EvRiwWJPMohD3nLLfq6YPDN74qXWR1q9meSZx+76xET9KDuu+od/ewH+jbs/y5vf/gT/+v+++u8ePHTyvxw5cnr81DL86p9uwtiz/NDb2hgjHOBSSWIEFhBCIaVAKYXSAl8LfG3wPXcEkaXiWWp+ynhF0Ak9VtoT/NmDTe57bsC6iR7vv63Fni0DBv0uV+6wbFmvCGOPNFWkRhZpfikNnk45MW85NidY7Ru+9FCNM4sT2MhjoqLYOKXZtl6zcxNceUkbIxf56FfqLC+PceMezZWXtPjmcwKReMxOSOq1hF7sI60EK1HapzUQzC8LrrA1bru+w8NPV9k47XPjlZP8yDsX+djXOjxxoE534LG02mDHxiq7N/R4zWUdvu/1Hc4uL/OlhwKWegEnznmcOePjKYGUEoHAWEtqIDaWNDFMTMVcfUWPMIzZsyXkvbeFzI4pJhsBcVzh3EKFXt+nF7qbvz9Q9EJJP1T0Q0F/IOiH0A9TdwwM3UFKb2DpDpwBsDIQtOKIH3vHGf5/fyckjBqcOPzYdK256b9Um5vi7Vc++Md/9Kk/5YM/+P1/+wC+cOy3mN7+jHjq4cvf99Rzc797dHC2tm7MIhEcWKzzm1+e4l2vPctk3SOKNUmiSI0zeQSghEQriackfSXQyuB5Kb4nCDxDxbNUY0stsoxVUiaqgl4k6UR1jp2u8yt/PAkmQSQJ11/dY8f6iCQBYw3WuiSOFAKpBNrzOXDSZ9/hCvWKpuFLpmuCmSnJ7KRm44xi24aU3dtWScUS//XzTU6cHOfGyzz2bE/pJx0efSFgvOoxNWYZb0TUqk4KGSNpDRTLXctSK6XVrfK6K1d5cl+P/ScV480Kr7linA+/a4nf+AI8fbhOt29Z7Wjml5usn64xOzFg29SAf/a+Hs1ai+ePwYFTEs+zKGURwgDW/b+FJIHt61Nee1VCGnvESYC1NQaRx9yiTz8D9SBShXzrR4JBKBhE0kmbTMu7w+n4HNy9SNAOJUsDWD+5yj98Vw9rpji36DKlC0dWxwe28btfeejtya88vu6z//sv/5H9jz/3wb89AD/03KdYbm9U7b3iDm2OfqIqlyu7tlY4uxAjZUw7hCPLY3z860v8yw/2GEQBiVEY6wAuBY69lUVriacFvqcII0kYGYIoJYwt1dgQxoYosjQSsgYHiBLBIJaEaUCcVth/uM5z+yG1FlPcQOBJ8JWr+WgEcOUGaFZhrC6ZaCimxjWzk7B1fciGmVViu8x//fwYR46Ocd1Oxc7Nkks2r/CtFxPml8a4fodkommo+H0CGWCVW52EtSRpxEq3wvySx3V7qrzqsg4PPV1h3YSgVmlw3WWGn7pjif/yBcOLZxqsdg2rHcXCimZ6vM5Es8pEc4xmLWamHrPtuojAS/B0glIpUrhgwuJuqjhWnF/QxIkiThRRrAjj7GskCWNJGEkGkSSMhAtQI0EYWcLIEEaGQZQyiCyD0NCPLL3Q0s2s25VYkIYhH/6uJWbGAk6eazK/VOXUvM/ZBcP+40dq1cnoEx/eY8yNu7Z8/lf/66fTf/bTP/A3H+Cf/Mx/5WtPr6pLZuffu2V8+eNL589UxhpVNs1alPJBwNxqAkbS7ku016MaDEhSl2SBvK7EopTKAkyJ7wlCTxD6iih2QI9jS5SkzhVJSkcKSWpJU0NqcHrbUIBbCFAStATPg0ALKoGgFkjqNcVYTTIxJpidTNi2vkejvsrnH4544IVJVhebXL1VsW2Dx64tA1Kxyt1P1Kh7mpkJRaM24IUjuI77LZZeqLhmV8zVl1jmzqUsrPj0BzXefkOHbz/f59AZRb0qCfwmV+00/NsfXuL+F/t85f5pltqWbbMpKy3NeFMxVvdo1DzqVUslMAS+IdApWjmpJaW7BtbiElZGkBhJkgqSRBAnkigRxLEkjJ3zEsWCKLZEEYRx6kgicsQRRi5g7YeWQWzphYJuJGhFknZsMcmAZiVFCY9uX3N63uPkXMr5pZgwEpw5dLyCEJ+87srox3/sR/7+0Q//mH1oopbdiX9TAX5yuSol4Q+cO3/wv105e6jS2DjN3BJoZWnUPDbNGCYmVzg4JzAmRegE3wupBln5qwApLEppPGXxtcL3LIEnCH1JFAt3cWJFnEAUS+cgJEPbL0kNaerchdRmTkl2WoUQSAlKCnSm7wNfUgkk9aqgWbOMNwzrJkNmJjokdpXPflvysa9NMVupcPVWwdYNHts3GrZtWOHzj1qWlyvsWa+YaEKjFjN/XHJ+JcDfAWEsmBmTjI/DoWOWlbZhbrHCru0V3nR9hzsfrDDVgMD3UXKcqy4R/Pg7zuPJ83z5oQleOlNhXTtmdjxhrK5oVBW1qqQaaAIfAg+0tg7kwq1+BchxN3ZqIE0FSUoGdIhTS5RAHKeOFGJDlFii2GQHzo2JcSweCbqxoB0JlmNBlMRoE+OplNj2+MYzfQ4dqzIIDatdw1JXcHo14MVHDlRuvm72D1cWX9zv6eAaIP4bC/A//OMvkaTpD9/50LP/12prodltC267epldW0LOL9foDjyqQcLbXn+WoAYbpmK0jqnXBhjrqgKlsChp0Nrga4PnKXxPEfkyW2KFOxLn/8aJJElwFy91ToIxLuAyxuY9nBm4HcBdMkngaQeQSgC1iqFRTRhvJMyM95meWOXh/RGfvKfKgWPjbB/zuGQ9bF7vs3kd7N7appe0eXxfk6rymJlQjDdgvBEyMZbg+xoh3M3VD32W2zGrPUurm3B+xWfr+gY37TnPPU/0OHCmSS2I8ZSPEGNcsknx9968yKt3n+eT9zR4fO84S13NbDNhvJZQq0iqFUXgCQJP4nkCrSRKkdmHDuUW18NqDAXQk9Rkq5sjhTgxJKkDdxxDnFjCxNmNUQKDWDCIBf1Y0ImdNOnHCXYwwCQxTx9SnFq0/M4XoVkzNHxoh5KFFmxY1+ad1yyyuXaWlRPRrKre/sHnnrzzY6+64Z1/8wBu01WQ8se+8Odf/qWlMwtTz5xYx0MvNvjuVy/wj+9Y5YodbbZXFVIldAcDotDnW49VaFYMt10fsWHS0umkGbhdksf3NL6niXynHaPY1YvEiSzAHSeOmZwLQ8bcEmMZgtslKTPmBq1cwsT3LBXfUK0kNCoJE82QDdNt5ls9fvNLHnc/OcnySp1LZwRbZwWbZn02zwp2bByg/VU+/YDm6Kk6l62TTDQkY/UUKUPOLFgCLZECrBVEsWbbbJsnSGn3FCtty/xylcs2V/i+21p87ps+x+cDPB0jhIexdeJEcv2OFbZ9oM3dT/f41N2TPHW8zqYJwXQ9pV5JqfiCwBP4notTtMIFzlIUNRkWd5PlfnlqHOALkKdO0jl5N2T2KBaECQwSQS8RtGNBN4EwirHdPptnOrzh1S3edNOAIyc94iTm6NkQJSXVWszVu9r8k+9b4k3XCqJokhcOh1M91f/IG9/8LjW/0Pq9dTP/cyZu/U8BuLXLgP6Rzvzdv7Q4/9RszbNsGhccX23wxUc1B06s8JqrOsyOp1gkJ+bG+MqDdTodyf3P1bju8j4feEufd97UZXIsohdW6A8Cgtgj9JzLUgRLic5YWxCnkiSRpKkgNWKotTO70WbgFiIPXJ3r4KnMbvRTqkFCoxoyPd6lH/f55guWP/3WGI/vHWfC97hqk2XDpGTdlM/GGcnmdRE7N63w/PE+X/r2DGNKMzMmaNYFzVpMq5fytUcrNHyLEA5Y/VDzrteGfPUxVxPT6hrOr2g2zzZ4zy1dHt/fYd8hn3qQoKRwIDc1BpHT+n/vTS0u23CeT9/f5pGXxjm5UmV9UzBWsdR8Q0UbfA+0EijpbmTH5JCXH5lMqhkzXOESM1z1khTi1K2MUQphIugngm4i6KUwiFJMFFKvdnnP21f5wFvaXH95zKYZQ7uTsG32HKfmFjFIpscNN10Zc8l6j96gycJKnX6oeGT/87PHV6d+6e9+723myKnOH1yypfGdDXBr53nyGcm5efVD+/bf/6sPPHrX1Je+FRH3a0hhma5ZVgcV9p5dx4vnJlA2Betau1Ik1AynV1POPlrnsecHfO5VPd57e4+3vbbF5LhPGAaEsU8UeySJzsCtSBJFksrCP88BbmzG3GZYUyaEzYJKV8ehtcH3UgI/phpENKp9Uvp842nJH983zt5jY4g4YPuEZcO4ZXpcMTPps35asnEmZuv6NqcWOvz2V+okYZXNmwXjDU2zDs1ajPAi2v064w2LEAJrIU4kk4EiMQmd2KfTS1lpK84sVLliZ4OfePcqH/mTgBMLdbSKsxtDkyQVBpFk/VTA9Ze2uXpnlxdPnOFPv1XlnqfGOduqUg8UDR/qnsv2egq0dOl8IUar6wxgjbvpUiNILSSpcP55mgE7FfRTwSCFfmJJkhgTR0xVerz9zau8//YOt14TM1mVpCag21YoAd/3ektqEqwVWKuxtkGr6wq2rBVs29BjbOwMjxw8P3v4QPqrr7/5dYm1Z/9w/4kql2+f+M4EeBx3uOG62ve88PzDv/HRT97XvO85gS9rjAXOoWhog1cV1D1JP6kQZTpQCHeyU2tJPYtNDefDGl9+rM4De/u85p4uP/13OlyxtcPMuKJZ10SRT5Q4oMeJIklVBm5JaiTGSqwlO8E5uEEK4+xGZdA6IfATPBXR7scstGP+8+crHDs/wdP7xrHGZ6oqmJ22TI8JppqKqXGPdVOS9VMJm2Z6TI2vcPczhqdeGufqzYKJhqRRkzRrhno1QnghQaDRyv19a518csmUmMQIOn1Dp2tZbnvMLTW5eXeXm65Y5dP3VqguK7R0cZixmiT1iWLX4zk9XuHVl3R59aVdnnjDWU4sSD55zzjnV2ucXgrwlaTuCfxchkkXeBZEnksVHJMnVhAbSIwgTGGQQGQspAkkMVKFbJroc9X2Lj/9fR1uuDxlrKYwaY1OT5OkOpODIvsDApNKktSttPnKmxqBUoatswFbZpY4eOZrU1+4V//G7t2vXgmjzpf+OjH51wbwx5/ej+ftVHfd9RuX3vPgseaLBztsbnpO5woA6xyK1FL1UuJUuCXROsZIMxaJrSAyitDXJGmFxbDOPU+N8fBLfepByN//rjZbpmO2behz85UdtFA0ahqEA7gxqjjJ1paYG4uQFiWcZ25JQCa8eEzy5H7NnY83ePFkgyip0dCKmaplsm6ZqFnngzc1k2OaqXHB+smEjTN9Nsys8MDekI/eOcuGcc1ME5p1RbMuaNQSqkHIwwcVg0jj1d01t1YQJZKKVlx7WZ/HXhh3hU/9lNW2x+JqwPziBD/xjnlOLy7x2LMzeBIQMQbcyhV7hJGk29dMNCqMN+vcdFmPN1zd4wNvXGD/KcNXH6/w+P4qB4/WSYQmDBW9WKGERAixJvDMcgLWkBiLNQZPpIz5ERVibrquy44NAzZPx3zwbSE1X1KvaqK4SqfrZSuoIs3OfV72YI0jmzRbXeM0v0buLgtDDyktU9UVTi3c2Xy2fejSD7z3H6j20v60ObXnOwfgL774EpfuXOff/+DjH3rihcb/9ehTA6abGqVsYce5wCbTeqnTe0732axw3/08yRgkNhAaQeh5hKlHz1TpdBJ+9dOT2CRm3cyAK7YOmBpLeO+b+mydjYhjkeltCSXmRuReukFIwZ/dX+X5I3WE1pw4W+PMfI1KVTEWCMbrlmbF0KxAoyoYqymaDcVEQzM1DtPjCeumBmyabZPaVf7s20363Tq7NluaNUWjJmlUDY1KgudF3P1YhbAn8WZBZuchTiT1quLtr+nz4DOGbijp9lPaPc1qRzO3VOPyHQ3ee2ubp1+scWK5gZIGiDO97BGnijB2iZnuQNPq+jSqNerVkMs3D7hx94BT51scP7eK9lKeO6r53LdqCKUcuIUcvYjWAAZrDEls2LYu4f1v6jM9lrJ7q2XdFKSJRxQ1SFLNaltngNVZLU8O3gzgRmTPZWZJSpLsuQO/yKGBlD7r6wNmNgX/19GDT/REsOtjhw/tiy7ddfl3BsAXF04z6C1eNnf21G8efPEJuW2dxFiLSR1oTabzEgMmdSA2xhYgNxmDG5MD31WmJcY6LWggMpLI+ETGJzGw0G3wrecNFsMXH3cjG7AmO0q5A+cFIoRCCIlUiiTWSKPxtKQRwI4ZS90z1AJDLYBaIKhXJY2qolnTjDUkE02YGkuYmQjZONMhZYX//OcVHnphlkumYKKWsXdN0qgm1KoR9VqfarVGoCRKZhoc9znj2GPQF/TDlE6o6A4Mnb5xLXN1n9PzY7zuipCfet88v/Y5zcnVACEM1saY1BInHlEsGYSu2q/R19QrPrVqhVpQoxLENKoR1++K8L2YG3YlfPD2HlolWRLIIIQdFeWZpDNGIoQk8BTgMwg1yyuaJFWYVGVAlaQjzzMwZ+BOjSy+OoAPn+c+vLFDEyBJ4cUjz8nNOyq/OT7V/3YSD/b+dWDz/zHAT+z7FBPjverhI4fu6C6dFDs3V2n3XHlmHGceq3F9jYmx2Qe0WUbRfT/NboIh2Ed/JzEi++p+J7aC2CgSq7KCosDdIGVg2wLbKAFaCJepVFCpulryikoJPAg0VHxLNRBUfUmtKqlVtAN4XTDeMEw2E6bGQ2Ynu2ycXeKjdxo+dc86towrphuGZl3RqCnqNahVUxrVmHNLhiPnAiq+K7+FvNJPMIg0O9Yb1k8PaA98+gObsbhktaNpVCs0auN88PbzHD03x+9+aRNaaiyG1KTu5k80YaToR4p+KOlVJLWBphp4VIOUVsfFGL6X19KnaOkaJaR06XyRHVlVWxazOJC2CsDK4sgBbYwYAXWaDn83lyhJKjBZwJ+Uv+ZJpgz4UVYWsNyyPHf4aTG7qX3H+s07j/zKb3y2/7P/+H2vLMCjNPDPLyz+XCCO/dxEvS/7UxU8X9DruxqGKDEkiRnxWdMMsDnYR8FtC9sqLSJ8W2L57N/kAZIVRaBk7XDZy8MclQVWWhq0dBlUT4GnBJ52GVFfCyqBpOJLqoGiWlE0qpJGzTJWTxlvJEw2Q6Ynemxdt8TjB0M+ff9GJioB6xqGZk04cFcl9YqhXklo1EIePwDP7a9x6YzNdO8wbd4PFTfstuza2ueJveOu5HSQ0u3rDOQetUqVamWc73/9Ms8dPM9j+9aDVRiTuhs+sSSxLepJ+qGmNrBUK4qKbwh8j8BPCXSeSzBoZVDKuPMiXWkwwiLI2DyTdgXQ88MMj9TKArijrJ19TQWpFZjUyc00HR5xxt5x6mrwoywz2usnrHZSzi4O5InW3P95c7Xhr5tq/CIQvWIAX1oNpUm6v7B07Nf/adg75Vf8SZq1FGMUWgr62m33EcdyJGPmapUtpgR2s0aqjDzPkhIjX7NKOZsVTBWPEcckO7KEjsqaJjwFnhZZ0ZbL/gW+ohIoqoGgVhU0qpZmLWWsnjDeCJka67NxZoXHDvT5hY+v4+TpcXZOG8Zr0Kwq6lVFvQL1Skq1EuN7A1oDi5IKT1mkHGqBNCsJjhOfZjWmlxh6oavY6w1SOj1Jq6qodQIqQYPt62P+7Yda/OtPSB7dtw6LwlhDmhqSNCFKDFGsGESKfiCphoqKLwl8S+ArAm1cJ1TW4qaUc5KktKhMpghhL2jQNSWwl+VEDvi0DPos5+CALYqaH8fuZMk3B+w0xZVVJJYosgyitGgjjBM4fOSMr3z94Vo1+I+vGMCtXcLa9i/uf+6b/+T82XMVX1XQ2lCtpCSpC2KkFGgtibSreRjWhuTgHgLeWKfP805xswbcNmfqAtjDo4TroniKPJlTAFyglLPLdNaK5mlJ4Et8T1EJ3EiGamCpVwyNWkqzFjPWiJhs9tk4s8pj+3v8649Nc+DkJNsmncPSqErqNenYu2qpVVJqlZg4jfijextIpfCkRYmhTeiWb0mSevy9t67w9aciOlFALwN4t6/odBWtQFPxAwKvye4tCf/+R5f4Vx8TPLJ3HcZKUuPS6nHiCs3CyBBWXLlrEAgqniDwXWbT17bI2GplkMp541I4oIuyfVg6oTZTL9aIkRXTZkBPc9CbfHVdC/Ks7iU3FxKXTIqzgrgwTgmz8tt+5GToRFWycOb09OtvufbzJ86tPial/Pkt65r/7wL80adPYq256cnHH6i+9tJlBDU87SraksRkki5vGibrnKEogsqBnRoH9lGGtkWGLT+pBVvb0km/SB1aDvC8BiPP5CmVtb3pvO5E4nnS1W/4gkrgZp7UgpR61YG7WY8Yb/aZGW/x+P4ev/AHk7x4YprNE4KpekmaVDT1iqtfqVYSqkGE54WcWZrAUwIlTWbLDYPMNJUkiWLDhEuetONKVnNt6A9SOgNJtaeo+B6+V8HTY+zZnPDvf2SBn/99eOylWVLjVsY4tcRJmjG5IQwMlUgy8FUhwTwPPO0kmqtTsWhJJlNAZF/LGM9xbhGFZ15UJhbMPlxxc4DnwE9Tiq+ubCKrd0ktSeJuzLwcd5BVKrpSC0E3jYOq3veWuHNQyP8HM8r/hwB+7MBn2H7Z2dqH/unT/lMvddjzj3psntYMIk2gU9LAAdJpYAesWLuqtUQJEiNIkkxXp7bQ3SaXKtnr3Fq0ZlgoZEsAH6Ht7JGnpPMqQSlFIU2UdLO2h/IEKh4EvqFasVQDp59r1ZhmLWK83md6osVThwb8q9+b4IUTM2wcV8zUDWNVQaMiqVUUtaqgWnE3h0v1Rzy2T9Ad+FQU2U3mNHjehJAaQZxo6hXFzVd2ePzFJr3YyZR+mNLrKzqBIvAVvudn+nmcy7cYfvnD5/nZ34FH9s0SG0lsTNYsPezBDH1J4BvH3lltipfd3DojHSdThjJOZlle1pzW/DTbEbLJP8fw+yOxVB4/pQxjr6xkOQf4yPuN3HiOOIVOJJjeEHLHa+c49uLn/Kdad9T+2598ufcPP/Du//kAf+DJI8yb7eP77v7kb59ZaL3+pqv67NgAceSYytMG35jCzJfSVbXp2MmDRLvgItEiu8PFaLVfCeB5gVTO3gVr27yYv3QhhCsoEjIDd1ZkpAqAOxb3tGMy3wPfM1T8rMAqSKlm8qJRDRlr9JlotHn2cMi/+r0Jnjs+y/pxzUzNMFaFekVQrypqVUWtYO+USpDQqA144Dmf1VaFiYlhmjx/z3kgFqeK2SnF7a/q8sCTxnXRRKYEcknFk1Q8jad9tK4ipeHyLZZf+vB5fvZ3LI8cmCU2mjivAExtweRBLIvqQl/LollES9fb6s4NxfvLb8Jcqoi8Ko3RFTMH95DRh8/Tgs1zs2A07koyFs+ZPAd4lNftZ5ntE2cDvvWs4rVXt16/g0O//77vueMf/IP3H1gV6r9voNB/N8Cj3jwiWfnZL35j/gd02OaG7RP0Bz5pKhECV9thU8fgmb5TUjqQZZFzovJAKzshqSgcknzJG5EjJebOT3AO7zwjl0sTIfMKuqHuzisGtXJNyp52oycC302Krfgp1UpCrRJTr4Q0agMmx1o8fTDk535nmmePrmN23GO2ljJWsxm4M/auSKqBY/9KkFALIhIT0okChJJ4OYMXGlxkzpArDItjj7o/cOUCUYWJHOSDlJ7vGDzwJZ7WeDrfgNZy1XbLR/7BPP/7fzM8sn8dsdGEqSBKTQYaQSU2BJ7F91wPq87iDq1cibDKyEfJrCs//1oqzCozennlHAF4vsraocxM7TDOMgXAGQF5nLpAM05cxWKSutWhoi3Kejx/aAObx2I2bTn6AyeO7j2SptHP/09l8HsePYmobNrWOfX7V79mxyJXrQ/YMJXS7hiCIEFKV7xUMKuwGdAsSrmKv0Q5jZWXshYsXg4qsyBmeBJFCdglgOesXbooxXKbdeioLJjS2uKpbKaKtkX1YMVLM90cU62ETDR7jNU7PLYv4f/46DTPHF3HzJhmppoyVrE0MnBXK85OzMFdDVIqfkKzHrHvuOX+p+v4UuIp11lT3uvGZEwXp4rEaG67PubSnV2OnKwyU8sbClwPZG+QsbBWaO25cymdd33lNvjlH1/k53/H8O0XZxjEVcJUEiWWWuJYMfBwINf56mUygEuUSosVTklRArgoAvWLqd/hdSitsqZcoWizrLVL9g1ZnKIcNwe4ix9c93+SXX8tLU3PsnhecvejVbyn2+y54qmr/7ef/MA2a/efEOKvnsb/KwPc2uNAc/uL+7/5n1aqR7/nih3nGIQ1tDL4fopWeWBpXBe8ACVsBjCFlpZYZYFmKgv7KM3YO82SkMMAhhG9PaK5C86+CLiFRarcFnRg0CpjbW2zpglD4BkCP6HiJ1SCiFolZHKsx0qnx4N74Zf/eD3PH55mOgP3eNXSqArqFVF45c55MY69fQfwahASpSmDfoWKcjeZFKWlnzxbKLJAUzstr0PCyNKPRQng7tz6nsbzJFoplPQKgCPgmh2CX/4HK/zqnyQ8sn+Ks60mg7pkPLU0EjdtIMgOr5BoNrMLKQF8yODF+xWjDL4W5LlsJGfuAuijTSbG5Em+cjluzuCuctGB3eEAXN35Ysuw0rEs9SLi+uL3fPORZ9Lpda/73x7dO3f85qvW//UC/J4HzqDU6o0Lc3vv2D72MJdsbbLcikiNLJIE1mYXLTUk0iKFRKYKJS2JkqjUFnZhniQYeuH58m0ziSKK4vwcFKXTWwJ3Pu4hZ+/yqpGBOyuL9bKuIFce68Ad+Bm4J7ssrPT5pT+q8aVHZ1jsTjAzJpmpZOCuON1dywLLaiCpBTZjcKe9K0EERNz3rM9K7DMVMFKPjSjrV6fDo1jTDDRvuq7HYwciOnHAWNb/OIgMfpiNx9AO4FpZlPQQ0iVosLBni+TXfrrNVx/r84t/sI7TixP0xzXjvqCRGGoJBLEbvewrN9DIywNNKYogOP9alilCDJslylHnkHTsGk1ecsPyXEZWnpFmbB5nbB2nzniIMnBHqSDJJBwxLA8gNoKlLnQfeZ633jR2x6suHf+jtuge/2tl8CTqorzarvseeOhnfvdPD7Nna8A//+AKW9cP6A58wkhnKVpXVZYkilhaN6wncRo8VhKVSFIlM7NfZgkeUdhLo163GNHda+i7YBYpTBYg5e1tGcCVRWeSSSsHbtcVlOJ7CRU/JvBjGtU+Wvd44LmU3/9akzsfmiUyTWabgumKkyXOAsx9cpUdImPuMnvHaB3y8Evj9CLNhlr+ftYyeG6pSeJEUfEUN13eJzEO4P1YMCjcBTdyzdO5xakyILrsozNmBNPjgh94Y5dGcJY/+FqfB1+aYi6u0qtImomlrq0DeTYsyVM2i0tsBnJbuE55gkxIEIy+9xEWzwHOaOBZkFRRJZo5KbllmA5ZOyrVnQ+yuvM4y4UksSGOIjZMtPipO86zrfkoC+ev/ZldV77hmVanf2is8ZePhPtLAf7o80f5nU99kXp9YuPCwktvaHXn+P2vzvLM0RY/+t1t3nz9gNlJSRj6xLFHknjEWqNig1IaJY0b+ZAoEmlJjEGnMrOM8saELFFgRbbEiZJjcpE3NSJL7LDrXoDM0tAO4KZgbk+5WozAi/H9mIoXUasN8P0ef3yP5lf+cJYjC5N4QYX1DcFkkNIMLPUA6lmHfTVw2c5KlhBy9StpthI4ebLYTulGPr5S+NIWAWaOEMswWZJX2UWJR9UbsH68z2qvQT8W2bg1Fyt4XprZfCqzO9UwOVMErq7y8Xtu7XLDFQv88icHfOruGZaTOr3Ao+5Jmtnw0kCDryiaIbSypWyvLYL0fBzcywG8TDs5uLHlDPSwDCM/klyOGIgTkTVUQC91LXBJarBpjAgjZqd7vP22Nj/yji437DE8svcc5vzDb9g4v7yx3V45ZJN9CP0XVxz+pQA3xvCW29+y/dGnXvron3zlFCcWpgil4oEXa+w73OSGq9p8321tvv9NHdeIEAcMogApDUoapNSoxD1PpMrGFjg/dFhaOUwBk2fKsrO31u8uLKw14M7Tzkq6LJ1WOXOnGcgTfO0kSeCHBF6f4/MJv/vVOl/49hRH5ydo1jwmKzARpDQCm6Xec3DLDNyySApVMu0d+O7GadZDPv+w5tCJKpVsOFEBFIYoHyZL3EoWJ5o92+CdN3T4/bum6NY0zdiNZgiiLG5QBq1d4sxp5xzkXgltblXYOi35P36wx9U7TvM7d05ydG6M5aRKz9PUlaCWAd2X1t04WUAuVUYSpcxrweZZNL822+kwbYtEkMPM0DDIwZ4akckSB/Jyt1A7EQxSg4kjVNKn7vf4wHe3eM9tA264AhqeTxgH7FjnEdsDSHXdRzdf+pbvMlHrL5UqfyHAkyRFKcmjjz+9+ezxw5ekvS5TQYAnoRNXWIkC7nm6wUN7x/nk3S3+8XtWeP3VPabHErqDFCVcWWYstQO8MuhUZa1lrqVsWDaZSRKG9Q85GGAoSQS2pA9tkWp2c1My9pYm69hJ8XTiOnd0QhCE+Dqkk0b85md9/uCr6zmzNI5RVSbHFJO+Zcw31DLmrhXpe5nVqWTSJPPOC3D7LnsZxhGHTgd0o4CJrItJ5UmnHCQZy+XJniSVxLGmWdfs2ByhggGdqEHfF1SzBIifySsvkyg6dz2EepngVTEz1uMnvqfHHbfN8QdfbfO7fzbFYr9OX1eoaEVNC6rKEiTWsbm0hR7X5XimNHqiqFcRXDQJVM4wmxKw81LpJLOGI5O3wAm6qSBMEgj7rJ/ocNurWvzke7pcs1PiaUeWy62AQeQziHxW25bO3lOXzGxct/nSy647PggNlUC+LIb/QoB3WudoNOozMxP6s6eP7fVmxzWrvRRfCepK0tWCThLQiTy+vbfKMy/VeP9bFvn3H24zM2boCIvIao+l0ChpSZVB5YXxqSRVpRLNsvZesyiKkcDSrmFvt0I4aTLsxNcqxfdiKn6E70W0BhEPPy/543ua/Nm3pxikDXzfZ8oXjPuGum+pBZaaPwR3JZAEgSTIpIlLDGXORAZw33OZz2PnLA8+VSOKPYK6vSDALFbFQoO78tIoVnie5vYbOnz6G10OnK7Tr7h5L6Fn8RPwYoMXGWfvSZFpZTkc7gOjHruR1ALNuvE+//v397h8a8in7mnw5L4xFvp1BsrH8zQVLahKCJTFk7ZgcyXsiB4vAs8C4KPa0ZQIyZT0eN6p5cqaXTXhIHWNy/0UkiSCQZ8NEy3+/Y8t8r7bEyQVBoMaq20H6ijWhJFmEHm0ewGHDuz33vi2mz47d371Vf1+b+F/mMF78ZTc99xLNz70yD1jR8616YQ+geeCt0AbKomgHkNNSVZ1hU6o+OTX3aDMf/Mjq0yPATnLCotKDIlRKJn1TSpZsE6uI4fJhNGc8ZC5bdFbmZd75gX8rhQ0Ram0kCNax7S6MQ/tFXz8rib3PD3GcquBrFZoVBXjnqXpG2qepeZbqj4ZazvmrgaSiq+o+IKKT1ahZzJwGwLP6W+lQw6ehjOtikusZPp2NHEydB9cH2RWI20kUaRZ1xTs2tLnhZMJvdgjzGZ8+xHOw1dpJlHyRA3INZ05+c2T25Bx6urD3397n7e9ZoVvPtPhE3c3eXJfk6VOjZb06foaXwl8KQgkrodTuOucF6vlFmyRd1hDQGu1eHGzWbLmFQfwgYF+KghTi0ljCHtsnGzxCz+yzN99c0oUN1jt1xiEAWHoEcYeYayyvlvXTLJp9hzHDv352PT4O27csf2qu7LT+d8P8HNzp4OVlv1vn/ji6Xq3C5snoeq7D5NkBv1AQ6ANvhIsSY92r8knvmaQGH7hR9tMNQR9nD8uhYcyhlQ5gNusd9K1mY1Kk7V1JrJYHsugHoJbyRQlU/zczZAxC52EB57SfO2hBl96cIzz7TqiUsFreDQ1jHmuk6fqkckOqPoiO2RWcprpbl8Q5OydA1wn+H5CxY+wNua+pwNOnKsyPSnwpMmWeTFs9C2hwZbKTNNU0Q89tq0T3H5djy88GtGNPfqxoOJZ/MSxeBjnpa6p0+BFQkaOyBR35O1jMsuaaqpByPvf2OctNyzxxW93+OpDNR54vsH5Vo2+8On7Gu0ptBB4UuBJmQEdFBZVklpyzRprS19NtgLn9SiJdV1ZoRFEFuLUgIkhHLBxvMP/+aNL/NDbEqK4Qbtbpzuo0h+4oaBhpIiSbFa8FdSChMt3pFSrx+rNKv+ts3zmcqD/PwTwgwf30en0uGTaIGcrKOEK943NrJ7EEsQWP8o7ViSJ8ej16nzsazE3Xhnyw28P8b1h2j4tNafmjcHGyBHWvqCGKus6kdmN4pqHTYm5MylSiemHKQfOwPGzij+9d4y7nmxyfrkOfgXd9KgpScOzNLSh6lmqHlQ8B+6K52YSujJTWTpE9nObgdwUIPc915525KzhhWMBeF62zNtSir5E4Yzq1LTocHHjnK/aEXLF5i77z9ToVwS1RBDEllCRWXsmY+/cTcltvKFWKXz2onVMZdMHPAaRR7Xqrss7b17lnqe6fOYbNY6frbD/TI1oNSAJNAOtkUqihNuAQEmBAnQJ4BfcuOXPRjaGImPx2OYbDBhII0hDlBjwzte1+dA7QpK4TqdXpTuo0OkFdPsB/YFmEEmixM1TtEbQ6mrmlzdgrWHn4AS+/xcqlJcH+PLiGRGGg5/58hc/O335joB+iGtBy9Oupeq1YGCybTQs3UTQ9z2iVsCd367yjtcP2NCIiiynlAqVj3XI5nJbKwsNWT5VOWOL0uHkjmOxIEhQMiVNE84twb3f8jh8usoDj1c5s1LlyNkaBAGq7lHRkrqGujbORfDcDhEVz41rcyDOD5kdKgM4mebOwO2lBJ5jb1/HVCoRxxZg3/Eanhy1B8vaNa8HL5bxoqZaZvkDjyu29dk122Pv0YRe4tGIBaEGP7GEMRmDi0KHCylHmByG5Q7DEta8/tzlKeLUI/R8xqoRf++tA269usWZlTb3PeFz9FTA15+ucXapQtr3MDLzFKXKMpsy+yyiSALlurxcm18wubWZy2JwTboJ2BjiiI1jIe96XQ/fk3S7PmHs0+sHtLoV2l2P3sB1KuVj+XIfPU6g17ccmTs0/f3f//6fOXHy9Ee2bd18MUP55QE+WL4Hk6Y/sH78bN1s1Kx0JL2BcpNb82KZbDBjxXdzLqLU4g2yzicJLxzzOX5WsWlPko0RMw7cRmEpjXYoApQ8XC+Bm7y1KpMiKsULUuLUcvSU4IWjinsfr7H3WMBLx6q0Q7fdHZ6PamoCJakpqGWbV+U+cKDzOo28bNbVhQeZLPF9he/L7AawQ+3tpdngfafzK36MNRHzy5LQBmgt8aVFZ9pVrNHgUCo1teXOc+eHCzQzkxFSDejGHj0tnNMRDwvGtDIjGUgpSlFsPuwIUUjAvGcyH4zkpaoYP9ELfdZPRGxdF3P9zpB+1OfvH2ux97jHvY9VeeFohaOnAuJEYwOFlTLLAKlS9LymW8KWBUsGbpsOv2Yg37op4qqdCSaV2bwYRW/gs9zyWe1o+mE29TZ2oHZbshj6A7f/6WL7XL2vH/8BpdRH/rsY/O6v38tjLy6rU2ceEq/esYBgEs8L6PRktmRkxTKJcpVgsaHiJ6wOUjq9FPoRIo05cUTx6NMBr94T4esYkxqszFgbyXAoT57HHjK21hakG+YeR5bewIHk+GnJn9wT0IsVz75U4fCpgMWuT5j4bvax8lBNjS8FVQU1aalkcUKgssIj5Vjb94RLepTB7Un8TJYEPgQ+mWviUuaeNvhekmVEY6qViPMrKfc+0qDVCZgYE+giPhiCfO3D5qRW6kIPQ8X0lOJtNw/4+pN9Trbq9D3pZIoGL7F4GdBVNh5ZytTZhZRnncjibxirR9vKMiZPtSLxFHGqiWPPWaleTN2PufWqmJsuj3jPG0IOnZI8t8+jFyk+dW+NY3MeCEmvr0n7Mi/fxCrh5mLk17EQmvmUgxzoziSviISbrw/ZfkmCjBSN+oA07XPszATnFj3aPZk1QLja8SSrOhxEht4gZWHVMNdNeVPtcXHtFa9Tjz78jeTmW978VwO4EFCtTv7msRPymlv39GjWGkSxQivFICpv2gSplVgjEEgmp9o0J+fRMkSrlBNnIbLQRYK2WJm6O7i4uctX3rGAkJZWV/Dc85qltqRa0Ty+z+Mr364wiBWDWHFuzscITWw1RvigNSLQaCnxlaAiLRVlqUjH1L6yRYraV2RTZB1z+3lfZgFulfVoiiF7ewbfzwu00oK9fT9GqYhvPaP4wqMNlK8JpM08ZdbUdFzI4LkXnqa546EYDDze9do+X3q4zafuG6ObVKhnOtzLdXhM0TScdwsJkd9Jub8hS1pfjNiSSSpJtGNyTysSrdFJ6oCuUrRK0F7CZDXh5t0JN+2OsSLkvW/sMYjdhgJffijgiX0+1UCw2FY8t9eBUhS9pxfMoyi+WmupK4MnLE8+63PyjHRzX0SPlw5FnF9MEaRZXcuwWSLOAu3+wNAZQD+MGPfr1zRqE79pLT/xV2JwE3cQut588Ftf3X3pxkDNL87iaUE1SJHSEniyGAFgjPsgSlnqlZTXz0b8zIYB9cYKqhHxyLM+/+kTDZ7a7+F7o3XcF54Ed2dJKVjtSp58wafdUkilCK0kNAorlFsalQapQSqklHhS4ktc4kIafOmA4CsycGfg0BRlo4HnGo/zYfprwe2Y3eL7JptHnskSb1jPEugYayPOLPpEYYVgTOJn5bkqq8obyWLmHT0wYosOxy4oothjoqHYMh3hiwH9JKCfCKraDajPa0iUyv3/YdWf08fD1jhrcxvWlIbgm6xcuTR1KkmzvIEqRtqpJCWKnOWqZYpUCZtn0mzcRMrl2/pEto/UhlZb8OQLmtWuRMmcxMXLXmasdbKwavmX/2WMx5+tIGsVVHWcHVOarZMh1UAU/608M5o7d2Hi7Mv1jQp7D2g1vb63+473vLt5fqHTnp0ZHeB5AcDPzS8g5fJHkv7BN66faIPVCOGK+bV2dllicu3sEi2eNkWblxQaz3rUZIQylv37PQ6d81B5+E3pDhfl57L4nhUCk7eaICm6hYVESIWQEiUEnoCKsvjCpZ39jOE8mfvGpa8666RXZFvvUYDbtXUp/Azcvs79bps1DNisos/gZ9lRz4sJgphTi4ZPfr0O2seTYhhgFvJEXMDgQ5Dnmb4cbIo0dSD/4Nv6fPGBPi/NN+imHrXEbUrrqgBt0Ykjsz15ir+VL8GZVHBSSJYKvPLDFLUwWiu81CXGtE7RqXK2q8oSaMpZsLJI2rnnWhpknDJTs3z3LQYhE/fhRCZNxDA5Nxx34J4rHw6f1RgBnVQDVQLj0+rDeWWo+QZPQ96PmU9Fy/s8jXXzbPYdbVEbP/LGm286/ZE4Tv7RX8rgjz3yNQzS3zJ2kMa6viuHFTbzqV23dF4MJcgA7qVU/YhqJXSaUFlMJPjy/VVOtjyoKFKpSiCWJbCXX8s1vyOzqVSZVZWB2pMZoKV1r7MGWk/mTbWl55rSHJSctYdd9UOAy0K2BL7N5IspAko3OCfJNr5y7omUESfmBAvtCkJrAsmIPJFr7ulSpn6kv3Hoh+eDKj2mmiHb1vfZPxfSTzWDFIJU4KUWL8l0eEIRgBelDEKNEEe+aLpJu7YoahtKI4NODalyExAcuA1Km2JIkCrqirKBQdlrIU2Wn7BZLJC5XeSulyk5Yab0sxSbGLaMpbz7jQO+9XwdjCWxllYk0T03i9zPRlvk5y1/73mmdJDtOhHvPcuV99/tJ8mF+Z4LAD7oHwUrWBEdtq0bIISbBpr71SZjbstw5IArQ42pBAOqwQCtY+563OfOh2qEiedsJuEGZBYgFmvAnLG3wHWWCEQx9sETZM6E07dauHSylnbkq8oaDHQGeJ3NP9HKvYVyw7EDt3Rf/RzoefBJBuys+0ebQqJ42m305PsxCTFffbjK/EIVb0zh59IkCzAL/b12lS5p8PJQnTzpMwjdBNt33NLl4ecHtJMKPa2pJoYoW6HygUYjWUZhGHYO5YHmsDPKWYcqY29ItfubnhEO4KlF69Q1iaSGRGVMLm1WpZkzeBnwQzDLMpBFeahQ/rOsdEOkGOuqMN/1ugH3PNbn648HpFHEqggwSAaJJVDDz5ljzuTuU1bfkgKzosOTLx4dnWx2MYA/9O1vMdaov+5jn/vaDTWvzY9t7xJoZxHl1W82G0tc1IRIg1buoleCAUGlzz1PSH7ut8bZd7LqnA2pM4BnIC8ATgZkl6bIAe0yZ8N0sRu7lk2oEkONmy/VutSelgNbZ/2YblRCPuyn3FVfAngecHoMQV1IkzRzT4ba2/difC9irmV4+nAVtI/O5IkuFSjliRCxBuFuNRzWUQ9ZVRaeeBx7XHdpyNR4n9ZKjV6iqCnwEvdZVGrdEZcBzpA1AfIR0qUssTU2Y3PhhgdlN5ZW0unvVBTjpR17y6zGpwzwrGozyyQPa4NywJuinGIIdlPgRcoUaVMIJZdvifjln1xG/Kbg7scFkYAV69NLJYHMrmP2cQx5ZjRLHqVQ9yJuuqrF666euWFs+t2ve8+b3/bQ7be/8eIAn2wMUCr97tdfba9tBl1mJ3oIIjc51KhCs+WbQwlsUbHneTHKi7jnccXP/dYEzx2su32wlQfSK8CdJwhUBmZFtqyTvc7qH/JDirwMNi8AGlbpqUwO5MztmovzTpXseQHwIbDz5lvH3pnm1hR6O7cEHWMPwe0V1Ykxgpg7vx3w8N4GMnC2pJc3W4zUq5eKlEooLweaQxaXxbnuDzxuvrLPO2/t8Lt3NojSgG4qqaSWMCnd1KIkU6QswDX8Uy/H5G5rl1S5ppNUOZmSKonKnrvCLlMAPHdt3KZgJcAWw4PyfIUtgT5/b6VchpRI6Tx1YwXXXRrxSz+5RPoblm88mpLqCn3tM1AKqWXhC1nAphaT5n56ipAx9z4iMbF/7Y2vbn93ksQPXZTBe53DaL/5tnPHvvSDl258nrFqn+VOgiUptHe1ApOTpQslLL0urHQtnYHl43fX+PKDDZ4/UoNqAMov2FsI6XRyxsKepARyx3r5pCVVYsAc1LmuLQO7ALscMrbK2DufYKUzaaK1wFOj4HbjFNYwd9az6eebXum84SApHTERMZ+5r0lqA1SRvSwHmKW+Rob2XaHBcxbPdaXJ5v2lebCpEXi8/009/uirIasmpp9W6KcCL6FgcSktMhEOTNJkduFaLSpL1uRQwxojSHXeIJwFnsaisnhAKYNW0oEylRlrSwf01P09VQZ3CeyjkmQIciUNqVQokWKUu6GtlVy7M+I//qNlvvyqAR+/u0Gr77Pa9Ris6lLQbBmfiKk1kiJxZBEcO1/hzidOMrtlxw/+/fd+1/0Hjx7/+mU7t48C/PS8olnn0j+6R17yh5+zKDnr5ukJsDbFJCmX74x4960Dt5mTdW7dw8/7PPZsQN9ojp2r0Is9x9zSMXdex+BnOtovgD0EshJDgBfbBmb6cgj2IXhUCfDlvkJVkib5aISRYTcZsLUSQyclB7fnOu5dY7LNmHsYYOoSewdexNOHJYfOVrDKQ0mJLw269Fny5t0ijl5bmTSiwdfO/HMgjxOPSzbGXLGzy6MHq8TKp58IKhK81KITkZ3HrLQ1yYCERGAY/ZOixOK5PVmq29ZZ0KltFnRaVCpIlc1m2+TMa4rRFVLJEUDnABf564uA32QSJZUSZRRKpZmLpLhiW8ylmwbc8cYBfQOPPuvzyPM+KtMo1lredWvE5TtiTOoytSAQErq9s4zNvOqSQJtLp5rm6xcw+Fgwx3ilSlV3OLXYpBXVnH6wuNSqSdh/NubexxLyGdxCQDeRhInzpFGZwSwVUkh0UX5pC+bWchTU8mVeD+cKDr9f+MulYZo52PNOF12AfTimTSnp7LWcuUvDfxygKYBdZCsL5k7xtUvsuK6gGEvM5+6rsbRURQTa+e6iFPitrUHJT/KID57Pfxmt4y68aaOIY830pOR9t3d4+nCTMK3QUz7V1GlxnRGBkiATW6oNMZknnhfmZlJlrR63ttQuCEZmQZyUKOPiidRkkxGMKM24ycCb5jo8B7McPi8aUXIp426GNFsFlDAYZUiNq01KU0WSengqZdfGBCFTrtwU8YG3RcMTaCQVLZEiyAbvO/bXyrC0GnNoqc/y/mUw3Qslyh/8yaepBYJvPNGn6gXMNFxNwyAR9FLFwATEqWE5dTsBFIXb+R7YyKLwR0sIMm/ak+BlF6IopC+APGqp5aBY6xAUvyNxJZtqCHYl3etCosh830uywMkB3MkUia+zAUA5uL0huL0iFW+y5+nIoZXr3HnpBHz2ngah9At54pVHoF2kBuViVXdQYvGREcVDkAep5n1vHfDxu3o8f7RKrDx6UuKnJnOPBDLNmz+yYFMKN1YCk2lwk/2t0X2LjBXo8iTfbCCTVhZlLKm0aOPkiBvWmTdRZ/X9BYOXa/OHzSiFpMmZXA5XgVRYpMksSJPLIEMsTMlzd85ZnvU2VtAbaJJEZ5uQuQI1YwSB38dGz/PsU+fxdTIK8OXFOSam1tX+3a/8zg4dH+TazX2iNKUfCXqRoBe7vRH7qSI0iqTUf0fmEujs8MQQ1Fq67+WAVXKNrs4BXb44a6VJARwxIlFkPlhTiUyH5xo8H9WWgVtnz7UoJXyG4C6ztqeMmxlStIjlPZ1JdrhA+tAZTSfyQelMnpT0t1hjD4qLuCglPWzXeuFFDbciTTRpqql7gt2bBjx/KCI1AX3jU0ldzbbONLgSrlbDBfF2TTibeRBZ3U+R4Rx5Hy7Y1MpdW2XcuTQZg0szCnAlXfmrLJqU7VCPZyBPpRhpKZRCkublBVnJcyoNKlXDJJI0qEyvu3Ektrg588K0uNinSNMb+PRDzSAcB1Hh+ku37Xj9W/9h7d3v+Ke9LVs2OYBH/dO0Fhff+l23Tv2sDA3nFgKW2gkr7RTdyzWx6/iIU1HYNJa8NrgUMGasrNcwsS4xdzmIFHmDaymIHLJRaZ/HETZ3YJaFRBHDGmmVz96ThfYuZhLmtmFJljgQ29JzU+qBzA6V9XX6Ecsdw6//eYOlfgURePiZBMuD3fx9l0H+co/yaGKbj80oNHg2hiPRNGuan/y+Dt98uslS6BNJTV9KfJnf3MO5MA7cophVIzBFGa3FZEVu+VcxYlPqYs/MzIkykErQhTwZjuUovxbFdbaFfBEZ4EWJ2fObIxVOyqSFp75WzgztxTwJahnW0bidLTy6fY/VTsBSy+P8iuT0fMpVr5r5Wf3kvocGg8EXCwZ/4vnnQQaY/iH2bG/TqE1y5LSbABvGhjh1Ok0Il2TJwZ0vvcVWIZTGN5RcETnC0qPNrGXNPbxIYkSWXAj2ErClQKrh+LFi7p4SaCkzm5BhRlNn2c21wPaGs1O0upC9PRXj+xF/ep/Hi0eqLoCWkiAvjRXDz1o06mYn52WrCUtsXuxUUZIpiXEtZ0nicdUlPb7n1jYfv6uC0QF96RNIUSR9lBTE+d9nDZML4+qXMybPd8Io7+JgM4mirEBn82rymY7GuGuZSjEcnC8FqShJluxap6UbIB0JQC98nfeV5v+NoeNCAfCRuNwIUqOIE5kN/Ne0e5r5ZcnR0ykHTrWpTh1idial24+GEuWRl+ooVeH8gsc1G9vs2V5luVVhfmno3ipp8XBLjr0IwGXWcSPXaOoiYCxl9wqmHgG3uCjYi8ZXuRbgpYlMJYC7mXvDEcHFobO6FC8DdzbxKmftQnvroWuilWNvl8SKWGkZvvytBoutACqZeyKGTPZyEqUYt7BGNZQDzKIRuZTwMWnupmgmmop3v7HHlx4esNQNiJSmn+bySGSxjRjOMZF5iXb+x3I9nv99UySC8h5KnbO5yp7LDNxquDop44glzWWKFMNpYiMAFqXnwx5aURrQJEQelJqR16IEcFEOzksrXN47kBpYaVkOnEoYm+jzrltjrt6t6A/cz/WxI4eZmprY/u1HnvqpzxxeQm6G3duWOXq2yoPP+7QHOXtnIM2lSS4rswtZ9OqtsfXERcE8XMaHo3uH1trozOrhnO98Yuww2BQj8kRm2luVga2Ge9EXzK3sGnli1hypGxSUa2/lMpfHjgsOnqhgCBDSuSd5a5pac0Nf2PFSSlZQ6n6xQwtvyN4UetMYRZJqsJo92yIu2TBgaX8Vm/qOxVNRxDo5OHIGLEqQyzo898TBSZVSdtpaMDLfwQHSLHjPHRYp3c9zli5urAzMaU44wgF5KFHy62eKFTwtVnL379NMruYOjJB5g7MtOqHIVh2s62xqVGPMZMJ9zyhePKO5ZVZz6uQyOpj8qZ27bnj22NEjx/VqL8Kq3vrV3uBt3d4ZZsYk66dWGZtscWx1MypRVDSlpWMI6iF7D1l87d44UqwBfwbQC38vH+GbgbeopS8BW4wythQuEJLFKGAxrEkZYe9sS+sRcJdArrLBOsoBO2fv4tAxSsV89dEGhxar4A/liVcCd9k5yW/6v0iEl0csDAPO0k5lJS0eRZqd0xHvuLnHEy/VwHgkqdPiXprNMkmH2d8hC4o1Aachm1FwkXEdAiOz5xJHZnLI6jmI89XTSEhFPvZtyNh5cFmwewHmIduPzrQRBSnmIC+PBsmrEfPsuRDg6ZR6NaZR77Hcl8y3Zun1NYvLx7mquvK2wGutt5XecW2zAnRjBIGoUtEpK90VvvhQwNkVwWw1S0GrEhuXWEJwcSCPTEUqwLnm90rALlj9ItKkYOxCb+fAL49QKCV7imM4f6+QKGsCyvzQpa9Og8eF9q7WIh49oPjit+r0Bz7UNFqKwv4cHa1QKo8ty5QL0H0R/b3GMiz74nGsGWtq3nPbgLse7vH4AR9b9+inQVZhmQf5Ygju7A8VQWeRSy1V5dss+MxvMJW1j0mnx63M7cOhJWukA68bleeC0qEJkD+3a0AtMtDmxWhlti7FL0ViyK65Uctyx2abLcSMNfp87xsivvl8k2jgk0TNbNqXACvQm6YTgiDm+l0JE0nCnu1d7n/O8OjeZlYL7k6FFMOJR7k7ItYC+a8AapGdhPIsb3ERkKuyNBmRKUM5opTI0vVDcBcVhdoOKwv16AjlEUCr7Lkq1UPrrNBfJfh+RByl3PVIjZdO1sDzEFIVZbtDX5hi1blYFeHa4ZtFuh47wuBFRjOzxfIsX2o0UaS5fGvC22/p8tzxKmHik0qPvlH4JfYupJ6wiLQkV0ogz8torcrei8pvNoNRwoHbgs0kisySQDKTMVKCESBNbt06/92Y3BnLhxPZoUNWyFEH9twuLjst0ogRMOfgVtJipSNjQQrZ+xVCccuVCW+6bplHnt9Av1tlbLOESkqrbdFPPPUxpFSEYRsjl/jqU4bf/vwsZ1bGmapRVMgVGcM1nvZaqSGEuCioyxKkrMFl8YEvxtwXAXemvWVpqcxBLUvlsqoYszAEuNb5zEJbjGDIB3PqkcAyswZVTOBH7D0h+PrDNXp9H+qu/CAoWYPDaa+MHhfQ9xp3Oktg5DtYmFIgVU74lLt9Gs2It98y4EsPDHjuaADaJzSSfiqyUoEMSGlpxF0OcpFZYCWQF0DPwW5tJlEcm+eriswkSS5N8tfS5NKlBHpJprHL17QkWYz7flrEYXn+w4yyv6Fgc2st0uYtegqZWpJU0esHzDQT/sUPtviNzxsXOz59L3uPPEaSJOj/8AfODeiFDRZXttCLXcXgugbUtCHQDK22EtBHHY/yNNK1wBcjAWZ5m4xhQCmKO3soW7J/V4BcDJe/PKkjhqydv68c3DoHdwnkeSLHKyVycgbPh3W6oDKzBr2YxKbc+VCVB/dWccGIcpWDZXlykUOsOS58lNm75KiUNgLIHRVXw+1AHvY93nBlj3e8rseLJyokiYcVir7QeAa0cVrcxQAXJn1EicnzoZlWlUY8qMwylI7NlXLzSKQUWYA5PNc50JUVCOOAmpavY8buOaCHWLHZqu1YOjcxpJTDWqQ1jovJVkurBOBALhKLCH1SI5lupPyLvyvo9AVR0gdcd5H+4Te5LN9qW/H8QcWhMykrvRRjHTuWW7+K/W5KWqvsgIyAumD0UYa+mBwZsrsoafJ87ocYlSsjrJkXW+UD77kQ3NKiMnDrLEupVAnYeUBZOCYpSicoFeN7Mc8el3z2vgbgCsiEUC5Tm1uDwl4E0Ln3LTIolws+RUn7jnb3GJMlNMhkSupa99wUWpXVa2is1bz/TX3ufWTAk0dcSXJilKs0LN9oaR5k2hG5ZDP+tha31K91dRTInMmtA7a0EpVLFCNIs0SQLDN6rsWNHbn25eSdMGVyzCVMDvbh69SMeutKWoyymfMjh7esEcSxxljBaqfCvmMVjs9XiFMnr/XWrctoBZM9w8kFiE/6+MqdhhxAnnRB2lCmrEnE/AXsLEqAF2INqOUQDGvliBCiqDsZOimZllOUgG6HIM97FZUpBZmZLMm1d+6Y6LJrkjN47pwkeF5CbBLuf7zKC4eHjRtaCvws4bV2xPCwRPZinTyj8sSWnpQbIIrKwnJ1YermODq54rJ4V14y4A03Ohbvp47FQ+GXpIpFkjN4XpvC0BcvjXcoEk4lZ0fJoS5318RglcgkSUmLmwzgORbK1m4WIKZyDR4uYjaIIt2fvec1FqSR2c57CnS+q0RWBemmqjmXbLmzypG5Hgk+Eov+9S/5SCEJ45DT5yKirmCsYovh6F7mSOQFTEP2FKPLjhgGWMWdWZIaoszeJXAXN0YG6os7KKWTVwJ2EVjm7C3zvWdy5maouS8Ad3nf9iGw88PXMYfOCT5xV4Mw9qDmGjZc+1xe7FXOuq2VJGUv9WVclLUauBRojhZhyZJUcVWGtUDyQ2/vceeDdQ6ccTdfahR9ofAMrvpPWESaASbNpElainRVvq7Y4WQHRZHryAEvrc2CziwustlhHACNzSxbW2JoUwLuiFSxQwMiX+3kMDBOSxaiKSWRUumArLIpAfnQKI3AZrHU1FiPN7+mxY3X1FC6Btag7v/8f1u3c13wH0+cPLnnyJwmjhR1P6+JLnWjF1pcrGkoGO5BqaUoZlfnBU9F8VPuUxffk0XWMX/u/q2kPD1VK0rSYxgLaF2WI6NuyVBzD7OVw4H4Q5Cv3dbE03HW0BCRyoiPf6XGH319HIIAVAWlNDXlZq4E+SiK0jHsJhrWoA8TUaXPVepAKrs/5UKm4WuKXStkuQ/SGrasjzizKHnqBZ8kmzZlhAIyCy9zvwonpzwTtrjxSndfqfSxCEVtaZ+k0mu75iYo2L/czZ/boDAaZ5SLzIr6dIFZ68mXelatzSrcS2UG+cOt6oZ6NSY2lucPN4nUm9fXpr77G3pu7qXxZuXMd123e57nT0yz0PNKe0pmTbsybyBYw94lK3A45L3M5qPb0jk2X/t74gJJMxLElqTJcIOp4cUvtt/IWVsOQa6UXRNADkcse7pkC6rcFkxRKsbTMQfPSj79zRpu/oqrcfdkNlo4l0prPfCSe1J2UkT5RSFLRmtR8mIra9eWzrrC/tQIUisxqSJVmRZPNd9/e48v3F9j32kPZIQVklB4rrdSuDpuwTCbKUpeeM7k+VbdTpc7uSQziaKkyPR4fv4F0lKw9wXS0uROishcEAo8FF8Na3CRM/taaTvEQpr9u1QKdLZ5cA58ASjlZl22uoZvPd9l967V7+rbE+M6TXq8cMzyn/5sCmKfiVqKn83ty4fk5My0dieuoTRZu/3cy4N6VIeXNfhaZ6YsTeyIPMnLAIaBpSm9zsAty+DOA84h0FW2A4RSQ89bZfIkVQlfeajOvkND7S2EdN533iOaf8619SdrjwsU+OjoI9YwYDHSrSRRUiPQZuiLm0yuRLHm8ktD3vW6Lkc+HRClbjBSKhQDIfEykOcbSSHsUD6NvAtbFGCRgbnwwbO4xmYBprSgrMWKIQNLYTPJktt67iYYMRbM6PmSJeAXmChuCFto+XSE6IRLMqWujMBoWawuUlpaPZ/1Ewk/c0eP/ecHdPox+tCpBmfmBqhQ0qhYmhVLLRAjAB/6zeICfbyWpUdAfBGmLv/sAveldJePgLu4k4dbBBZbBRbBZWYPZg2yjsHNMMhUw21NcsZWKsWTGbilA7jvxRw9p/itzzcZyOFEgDxzqcsrSM48ax2UNXbgxR7DZV6MLP2mtAQPA03pnqcym62ush3tPII04R/e0eXP769x5KwGFYPRxMKjLwQqHWY1hxnNUZBbQOfWoXVa2vnOFMkeqTIQZ7NVlMwBbzGFzs7iLmsRprRSrwHxWjtZyLXfExdgoiA4AVI5lyXNSnuHMy7do6IFO9crYkAfPS+ZW5VUFIxVHbirfjb9qainzm1BcXE5UnJG1gJdwBor8OJ++QiLj6RuoSjBLYG7XI+cs7YckShmDcBzOVJyTKRB6RSlkky2xLQjw+9+qcmZ84FrwZMeQsrCGsylSfmr5OLsPbQJ/4JHWbKU28gKqTKcBTIyjTYHeaLZPBPy4e/p8Muf8GnFrujdGkkotCvCSvMdoYdpe1ECeR5cUliDWQxa8ull7qxYMva2mVRx18IIF3gK4QJBIdz3hMizk6Jg97XOWhn0F2THL6hTcj5/khGu21jW7Z6dS5ZqEDMzFeEFPfSppYTFToqnLWM1QS3IJj95pSCplHAp35GjYF5rkZV/7+VBLcp3aKmjJy8JGGryNewtDPnosuG2gaWNqNRQnqiSFTh0TJz3nYNbqxgdxPzZnQEf/VyT0HhOngjXX5rXexSNG6Xl9QLNzej5+EvxvSajuTb5UwxdWnM4kHtUdMJPvLfLwRM+f/AVp8VBkQpJX8jheRV5I0RZopSYPAc1w5VFyawzsWD1zLPOJYtgKEcyiWEKEstclrzoS1AC+1psXGixriVEIUEiRuRqnLgWuzjJmnGMQEvF9HhIY6yH3jYuqMaC9qRgsuF2NNDauSHDIGLoTYs1byZnLy76pksXv3xXXgDutVWIo+w9GmDm/YBr6rAzje2+n+lsWUrqqDR7nhaz9pR0gyW1dFnL5RX482/WWAlzcLvMpRa4um8xag+Ofp7ShqkXgFpcgOqR5AoltyGv8jNrgs3ShFiVgVulBiNdwDnmp9zx5h5f+HaNpY5yIDeykCrOURnNZA4lSimrmr+/EptLa7PqQic/HKhFkdCRpmz15bo8e25GiUCWwF5sMrtG2iK4yM+HjlA5GM21uY4sXigYhJIorFOfGqcZT6A3zSgCoems96lW/UKKlP+wzK5a7vcixIUuQQnEiDV34cVAv4YJhzJlmMFa+/Vi8kRKW4B6KFcuAm5pRrT38LnLWnq1hDu/VeHxF6oYkWlvqZFCFpsyrS2LLZcH/0VBZuGiDBXJCMiLHZ1HAsyhpWYKwJeDzGGPYpJqtEm46aqId97Y45N3es7qwU0Ri4VmgECmDqzuAo2CHDIqzh6KIchVLlOkRVkyOVICurCIHNQShLVDWZFJEFFm8eJ5aRJAEctk4qlYbS4EO3DRGyM3Qc4Lj2A8YCIM0FvWSRq+JGxpLNkcwhK7jKyleQC11h0Qa8A+AnBbfO9CmTLsPskDNgf4Uo9f9rqQKWWgF/tilvX4qERRpeDSATsfKjkMLgMv5shJySfurDPX8Z0/mk3i0qLUc3kx5mb0s12QwVxD3iM/y+tBGNXg5WbkkbYy49L3qZSoVJHKFJUqx+KJx7p6yg+/s8NDLwQcmVfgx2AkRkhC3MQDCZmbcmEJbf5+8uuvZK7Lc/YGm12XPPi01jpb0IIVzrorW4OiSIYN62IcS9viqxgBcd7FM7rp7Mj3ijOWv+fsfeJWjP4goTqe0okMetNsyFgQErUjegPFIM4Ee5r1XpYZppwBKF80YYs3Ub7o5WWFMqBHWHvUjZClkzJscyuBWpRZuyxXhsBWaxg8f63zUcAlcPt+TJgafvszTR58uuayWRl7D63BvP5mdEW5QHbloVv5olyEJ2zp8ozMhi8kSslRsaWhQEUZrckkiyK1KdJkdSqJ5g3XR/z4+9v8wm97hElm2gtJKjwGRmbp+1yujN5oZs3fz4uuFHk20wWYufYWtnTDW1Fcz+K6r/HBhyvaaM/osHbHls6jLc7jWoYozdJ379u4Dn+3xYllaTVibDYlJEVvXb9Iu7pCf7XDYku5fXgSSZLkkemwX7BI6a65icpvZMT/LT7A2gjZvuzzEd1dan3KxxEMs31DNs8BLsugLlh8KEuUcptWKZUMpUkQc9+THl94oEYYelDN2dsNcx927Kxh75KsumAFo/x9cRHmzk5f6VyuBVY+oKfI+pW1eOaoqAzkxpjCUanWEu54Q597Huxz7xN6WPYnJAnCSZWcydcwYX5xrRxal5m5ghT51yzAlENGdww+ZGopyAJLx9ZGgDBlO9XJGkZwUophihnjF7LDUNbZDJdubniSuE3R+iGcWbaMLSUMdIz+1gsNtOlTE4axeoxW1u1NmDH5cDeHYTKgHIyU76xCtpR1EhfWaeTfK+74EVvQDsFevC6PHcilSz6MZjgUsszaUtphhlIOdXiezFHSFVStduDOb1c5cC6AQJHvHJGzt19K7IxIlNKKNdzljJF0+NrzcQGVlxh8VKJkmU0jRnR4ocdtlt3M54kYiTQKaTRxqNm9Puadt/Z4fF9AKxIFi4MgRtMXOZxLC74dZjGLVUY4Usv9Z8vQNSk0eGZCGMvIdSsD+cI8gV1DhGu+vsyjAHb2PE0zcKeWOJsV3otciv/K7SmX7UzQq50qARVqvqVRDXHjkDVaufb8OMkBLtwA9ZJPmv/RkRXkYm/6Aia3I/Jk5Hsl9s7BXTQUiAsZPK/NUCqXIKPgzkGt5DC4lNJZhMYm/OFXa3z08w2s0AzHPLtNVn0xOgfxZQPKgqHd0kux5P5lVyzHuQPW8LYY1cIjNRwmtwyN67ZZYx0mqUaplJ94T4/DZz0++gVFnLo6FdzulkTFVidDV8XmKB1hcvcbQxclWxBykBfMPdTdZuQcjYJdXAQL+Ronyoy+BtQ5H1gzbAxxo+4scbatYBRbBpGgFzs3qlERjNck+vKNbZRtU7UtUmooVRnq3FihVHlPHlEsDSPZo9JSO6I/ywyefyg5fD3aczeUJuWevKHeHR0eU+xRn2nw4X71prQbcIm5s4yllEP2Pjyn+ML9dbod12eZa++8ajAftl+uNxlZXUoSBTF0AEZu+L8A2MXpK5HFSJHSRYqQRlrarCk6f/LB9tJo4jilUQ95zxt73PXtKofPKVCR0xNWYI1H5NR4ditlN5TIbyyBwRbuiRKicFEKuTIC9GwVhmFZBkPAl6/x0DXJsTLEQ5kk11qow8Nm4HabESepJUpgEAk6oWA5FKz2JQfOesjAQ59ZmiHsh8jYcvUlbZo1RuZOOJ0rC4CnNl86HZuvvdNGQW5LS3f5Q2YgJgfzKKuLMrBLQHdjCPIZGkPXJGfy0T1lhnvLKJW6jGUGbq0Swthwz2N1vvlMBSrZ5laZ9pYiT+rkssReAOoL2bvEv9n//GVJnhGwX1Cd565y0XVfpKRLetzIbMZ2bh8qjElJpSIJNW++NuLNN/U49TVNmApKwgojPEIrENYxtyhswozREe5+wDrnJKtPMXlMZN1NP9TgGZhzLY4oZrOMOkzlTvnSis/o+RoCfOjP23yGYr4plbEkCYQJ9GNYGghCQq7aGXLdpYqdmyrontiy+tLJ8K4zxzd/7/rpM2yeSvD6KYl2IM91cD43T2Xa0NVM2BEHYIS5SkzuLrgt7mwxMvdilMlHuqzXzMkYnXM3usuAKkpKS4wtSwGmTJC5exIkPPBEwK98bIzUZDXBmfZGyGLG4mg7Wl6IX0o4lIKqi4H+r/JY66ZcUHiVMzduvJuRpQTQ2gyncAkgaTRJYvCDlJ/7UJsDpz0eeFxhgsRp8QyVBs3AZh+wzOS5FpfZSp2trAYKJ0VIV3S11kkqWBvnjQ+TgWJ0Jb9Ayg6duGI1K38t8gO5a+K2MElSiFNBlAq6EWyeSfjB23zeckNw14bN06t6Kv7E/C071C9Wd6ffu3HCzUsu61qyNyeNcBNHjSgBfHgBRq5WcXcOw5jRZcpewOLFa1mWK+Xtu8vSZI3+zh2U0t71Uhrnk+fgzjKWUiWcXJD8zhfrHD8TONdEDvcQkkIMbcER5i6NRWMU0IVEYfj5y89fFtxlaVK+sBf44fYCyVLIlUKHC4x0JaPGuE2/4kizY2PMT3xvl6PHPE6srHnDgJGaMAO8zQuuxFCmGOFqvJUYZjSFYJjwWRNYjtzsmZwx5Wuc4ansPJUJceTclEBuCteEQqK4QxRzzi1warHGnz/o8+Dz+38xSvbN63WTbqOpOO1x6FxE1atT95XLYOXDEI10U/9Nbk1l/YN2yOQv76jYEYBLLgb2MoOvkSZr2buQMKUmAGGKTZJy9navsypBmTN4TOobPvGlMb54Xx1bkUNpIvWQvYvEzsUmVl1cnlwA9PLvrBWZJTIoS7s81zCyLJcGAo103pe7f+TQH0+lRBiJTBVGaEzfcMcb+7x01OMjv+8RjQDcHSmKgRiWYBnh/nY+0cribD8lRFEeazLNXaxupZXtQudkTUFanqFkeK5G2Lt0jnLHZC243Qo2dG8EsGNdhPR6rAzGGcQKQ4r+9T/XSCEYRFV6/YCb9lR59W5D4CVu2ccWxeUqkymONXJvXFwoU9YsP6P62/1WMYOOUe09MtHoosB2s+xkAe6hLCkCzcwpcXOmne/t2NvwzScDPvbVOoM0a8NZ45yMsLe8ENgv66YU/3fxR/n7I4meteDOkF227IotR9aCOmPw1AhkJlFyXZ4ahTAGKRUVlfKh7+7yyHM+9z5dx4osSsyCTgwYqQizLLYRjr09MbzZlBBZEZVzTZRdw9y2fE5ECdS2eI5YQw4jRHjh+chv8lFwi2KeeU4OSsJU3XLdbo/rL9cElTZK97AW9Mpy0/mbWKabUPUgjgfUKwZPJyDIpnq60bXC2EzvueLzsptSdrpGAJ5bQ2vmzQ2XrdI8ukKTW0bsxPL+L6WdveQaeVKAunRImaC8hG4o+MXfG+PoGR/rlVyTbGyXyrR34ZyskScjrJ19wL+IxUev2ctDP7cIy84BXEyqiFIuovy9zFEp1akIkTsrGhEZdm5M+Jc/2uKRf+7T6QvQ8fAtSEZAbjJZYbNO+WIsth0OZDIZ0Iu2uJcJwvPM6VDW2b86wMvsnZUOJ4X+dgwucDPem9oy6GuWlyfYuRVqNUGagv7e2zcBCpu08ZhjZjJhcqxPNYhQ0rht27KRBUIqZCpdR4Vw9b/GZumsi126zNuURdHM6Hy5PNiUrLELs53CxAhrD4HtNh7Nh8CYkhZP1wB86JrEKfzG5+o8sz/AyrJrkm9rKIr9N4uEDmsv2IUOwFobpWDxi0aaF56nciYzr80us1dRL74m5lmb/HHMPQS5lBnYU9enaU3KdXtifvK9Hf7Tp8eI0uyDGDECcisUcbY6pLhElydcYJmuBXoJ2EWwzYVFaAV7U0qKZee2wMnLPMr7CaUGYiOc950KIuPq5FVsCVNLbFLmV1LOd9YxM90kjlP0O95xG9obY3XhCeaOPUoQKDwdUQ0MNV8Qxj5R7BPFGpdS1dmbcidBWMHaBXdEf2cMmL8ecUtGAH+Rn0k7wu4jQxlz7Z27KPm2F2JoDcqcvauGex8L+IPPNWj1s0HhQmXM7QC+lr0vKkcYZae1jkDeULDmLl8D5+HrkSTZGg+8bBdedLybFBcwu8m2AslBLsTQPkxTxVg14cf+Tpen9vrc86iEavbhCq/PvRFrFImQhVxJxdBVSoUYzeqS1f1TZnAx1NyUb4IL5cnFanhGAT7U3YkRRKnbVqebCLoJxEnCWCXGSkO/IzixEvOWt9/Om193LcurHfT+Uz4T4z73PebxW38Y0KhV6Q5Srt7R4QO3d3jdVRFK1rBUsFZijckujKtmELkWKpabknEvSpIDm/miFsRa3T0EeZ6xhDU3gSjv4DXccFSK4dYXMt/fRaVFQkd6hv3HNL/1mQaHlzxXTFUwtwO3EAKP0YBSUQp4C/a5uMVVDpTWMrXgIqBnNJAquyjFv7J5+nw0hZ/PBxxOwhLZFKqSRy4ERpRYXCiM1KSx5ZKplH/0/g7H5zSHzpRGAmUMXipScfGWgFiAV8QneVeT26D1gmxmGdCUgtAywV3kXA5lX+n0lbKWuTUYp247ndUYRNLjTa9a4gNv6nDFNklv4AM9Lruyy8x6iNelaGN8rNGkcY20N01qA7o9yxe+Pck3n13iC794ml0bBsSJJpGafLvo/EPk6qQcGZMDWgxT7MMPWDrykyHt8MYY+Xl+I5ghyDNgDzcdNSUtPtTcUqR4Qcq5luQXf6/JF+6rYfMZFGvYO0/seGv1dmmJLQO9ALcoQ/JC9+SiOuXlV+ORRM/wrNqLaO6hXSjXvDZWIqzN/GKJFMMBngJXznDHG/u0BpKf/bUJ5lcEBCVwm4y1hAWhsEKSZgVTscDtOp0RQOEyscYuRIzIk9w9K6f0RzQ5o99bC/Kyi5IY6KeCNBpw7ZZFfvt/W6YRjDO3OImNKhjTQ4smSmiMCNDTTUWzHszt2aS+/qPvmn5br9vmwCl4/LDk6MoEv/KJNv/hx7s0qgYGeYZNFEAGRsB6ITuXgsVcikhwW92tcU8K1s8Z32byZihNKCRMCdgi2x463yZauPrvEMtXHqrwjcerWMrgloxob4YNDaO24GgF3GiR0DDlXBblBZzFyzgqYhTjhaMyrHBiRItnacKRpEdejJUnYkZcFYk0pmBxI5xUkSJj8sTNZHzrawa865Y+f/Q1SZTg9vow+T1pQWa76aHJ3f/UOqAnuPNR3sh3BOiUzl8G7CHg17C7FCWAu58hKJJE+c1ejn0SY9k03eWf/9AKjaDG2YUJnto3wd7DkrGxdcipxtenNjTmOoMEuWf3Lp557hvHUYNfn9gwTdf26aYGY0AKj68/MsXhMxKJ2/wnTVxTRF6XM0zCZEmWzNHQatjg64bL5zuVZROkdGn34GKEWjIy/LI8r0SrNMtEpiPFU3lQKQvmdqWwsTB86VtVPvL7TU4veuCrEqhH2bu8bfiw0KvMQBeJ/i+yvJZly1pQX8wnvBjQL0jbF+xdYnHWDrCXw58Zip+Z4melDiCriEPFlqmUn/3RNt/zxj6eSCFNcbsHJ+4w+RFnRwImxRpLai2JgdBAP4WeEXTT4dEzgl4q6KeSQSoIsyNKIUolUSqIjBgGjMYdiXE9lWWPOz99SrgZOIF2GdJLN/d5+02G1PhIaagELZBzzKyr0uq0fv3ue+86vmnzpS5inFuIqVQER06nPLpXcGpJsjSQ1DyLUXW+8sgEm6ecT25sPvKhJBVGhpYbhgma0s8Z/l7Z7x6RJgx/NtTytlgZyj8X4v/f3puHWVbV5/6ftdYezlBzV3dVd/U80DTN0NLMNJOIImLEKw5J1KhRk5iY3HtzNeO9GR3Ic69Gk2tGYhRjBCcUURAJ0ggIiAg0dAM9N/RU3TXXmfbea/3+WHs8VdU0Bm30/tbznOcMdWqfs/d593d/x/fNfHAR58KliDMonmbfsMOnb67w9E4PqnlQ54CO9SMLKg2ZVzpLEFkEdXL0C5mVPMhnNeFz+CXHeD0FeXuWZUZZPxdsChP77ToNOIVRCKORxhC1DGtXBrzj9dP84AmXPcNkaY30U5P7OGcuJGkpE3tvsIFnFO99/vgk/rdKACps+2zBf89dNROZdvuJIrX2ST3CFeA79upy9Vma2mQPoXbpqjQ5ZYXGkRK/w1DxQ3xlv5EDcNl56yiVSizqgT7xHHvHGnz5foFuuizoVhw6NMjWXYquaixt7Wrc2MUgbXzSbam7YmovcSuKqT+duh+Z755Zy+RXFnlXKO/CpABPPtMOFo9OKj75+Q42P1KCkmyz3FnrqBBxUYf8ZTU5oG257zbQztVo9eOuQqm+3ZrnsDabL54HtY4bqNrvhZFIbTBCoYVGGImoay7Z0OD9vzzFX17fyVgtPhgJqJOe2Ryg016WQhAi08dGZCYiEkl2RBSqnvlimpPLyiRtAY4wEE/QJy5vwnDsu4Kl82Fh9wDPDYfM656iHtb5+n2dHDhYZdOFq1k+/3Tq9XoG8CVDA0h/0Xd2P33rdWeeMvV7L2OSe58sMz6iWNIrWNjrc2jEAQI6KwIpQxyp07NUFQotsTXNldHzhZokC9Lug7cDObHgyS9bDF5Nmo2xII/Sk6ou4B++WuH6L1WZipxUhdkCOwN3UthJDrRKA6HZLXdqreMfrNCHkrPm+eeF/217WwrYBNxtQI5bxRcPtQAAP1NJREFU+bJsSnIUkqJQ6qbkrXnRdckEpmJLHgelWit7DENNh6t5zxumOTwq+ZvPdVLPB5my3Xq3Azt3ts94LNKrpM2hS6LYqASxT66E7bn3ZAJ0g5tuw9hwKf44JS3bWmcZ+nscDgxXqPpNOstNhidrfPV+wbwK9O0+fN0vveWk72x75kAGcFUa4kMf+VAtitTuob4+lg1NUC1JRAW6q4KSL22KJrSNLXnHP5+LTnj/ssBP5x5ngWFmyZMTIP5V0+YsM9MaiuxnJXVddHyG2+0ZB7Y+4/GFO8pMBioDt8wBOwZ3enKK7CAWyvF5gLb53zO+Vi5rUrD2efN8jOxJ/jRO+rGT7EnyKWnKkLi5LZ9CLIB95rCyJAN6mmXREqkUOjJ0epq3vKLOHd/3efRpH+0kqYsY7AiyCJQ5Cnv5S1wC9rz1tzcTZ2Y0klAIAgEtI2Lp93iAWBpETEth4guJiANSpezJUWvA6KTL+FSZWr2BIzTrl1U4eeHk7uv/6SO1d7/3DzOAA7z+da/GdStsf+Z2bvjWXqYmSwz1Cro6HColieealJc77fYr8JBEaRefKqTscmDPgT6fBSla7gwUOmfVTNtBFVi559StcWHLDo/3fbSbLdt9jCuyg1uw4DHAhd35YtVytvG6mXna4v1MpoGimS766O3DDjNRbmZ/KQV1fnYz1wcUl7PlLCAvphUTpeM4paglOog4bXWLT/3+OO/5UDdbtnsxMhJwy5mgLlxt8i+2WXKZc21EztjENy0UTSOIpFXQLiVkoLH/HemkJYR0BiEINbWGZmxScuBIhcH+Fm++dIRSzwY2XfwKavUa0Abwhu7B9yrc8XA39/+wk1OWOAz2KXq7XLqqUPENXkp9FuWGexNe7ShljcqanTRCZEB3XetKGGMt73QDnjsiaYVFRQSDvSQtmhfR3RG7DsoG+TpK/DqTntpCCaa04O+/VuHRrR6RLFoNe6nMP85xm0Ox6kYu0EyutDwP2OdMnxx7tfvd+T8U2QzSaCTLi6dvnemWwGzAFhAXhmzAaYGusWlFGRk2rGvx69fU+P2PO0xFxIOYImfFsfziGqQyCKPp7tQsmmcNXT5/L4S94j877DDdsEFupBUGGTe5SbIuTkVoFJGURNhGL0GWW7d93yKdmm80DVPTkWU+Vi7G9HDR+hYrTpL0DXWhQ5UeyhTg3VWfzmppx6nLu3dOndG7suKH9HW79HRAV1XTWQmplCJKXmgDzVi0KVMFDnNzkGF67zghrhehjea5EcHBEclDj5ZASHYfdLjlXp+xKYnKRfCRNlQ8zZXnNzllacjQQMi6tQELezRdHRqC5IeXSAemQ8Gnv1rlS98p0cybX/LgFgXEyjieave15SyviTZrnPWd5F5PYSjbXzx+tLdZ93ywmfro+d6UwhR+ZukztyV+rkUa/BVPBokRcYXHRJS04drLG2zb4/Dpr1aYDmUy4WBtSQCdnZqFPREnrw1YPBByytKQK89rUvbsIEKylIKxSckt9/rsPuRgEDz0qM+hEZf9R10io8ANY7kOB4SLMQ4to3It2Injl6RuE+UIDSIkMoYgcJiqOUw2llGeP7Szd3F1RyvMvkcK8FUrhrjn7jvuOHllz+dpDP7xxOizdHdqqqWIsh9R8i24S16I51myHNcNU6nrhN8vAbbrWTL5Rstw98Mu+4/6fOPuEnsOeTy01YvZE+P8nCAtcGQmTPN3XypBoFk4GLJ+RcCZ61u8clOTi9a38Bz7tsmm4NO3lPnwP1cZHo2DypwrUszjydTQquSgkSs+5C12ilHTZrXz6sVFhLdnVY7H727HeHwwild90w763DQVmStCPLuZuCnMYtExswWhOs7EGAb6Iv7o3VNg4F9vKTPVsoybngObNra4YlOTjac0Wb88YNGAhkBgomzb+d1e0G34wC/VQBlMBA9uddh7yOEbd5fZf9Tle1tKNBouOCG4ERgHYzwCHKaR6RBDaljifY60oRVG1BuaqVrE8KhBlQY4Otn9+bs2P3THK6+4YibAATqrLtIpf2vlUPjaqL91hucEsUaOifVsrJuRFGisUGqI4wQpv7bnBHilgLG64aHHXG67t8RXN1c5OukyOelghAJfxum7fLRNZqJMXEUzGkoRB8YUBx5wuetHPjffVeINlzT4xasbnLY+4OvfLvGRf+7g0IiyidJCPi/3GbnHSSBZZIU1RWC3JwtmSxLAzIAyv47Hgre1yBZzhLNZcJHzabKJn/wJkg1H2PRcatHnBLwFudAGHcJgrwX5yKTk818tc9qpLd7ymgZvuLTJqoUBjqcxTUkwqdBGobWKtxFvLz5Ji/UKw9knR5yzrsUrz2pxdFLwlXvKfOveMj/cUmZsOrIqdioC4xFKl2mlCI31zaO4GNSK7PylI5NslqHsCypd4aPnO9636s2ocHhn/ARbv/9+QFzviufeJUQTo32M8UimqbPKYpiyszrSgrxUahGGmnufdLnh2xXue6TMzr0+LRxLRey0F1xkhpT0B86BW+eqaia01bZA46G55hUN3vn6Op/6QoVbvluCEm257twoWjLUIF0Qlgq5JKEkDV5Mi2xviVIE6S15nsqpyKJWUSZJknCoy/R1J+ZTtxTUMpU2yUuyFKUPM52hVKFCJd9B517T8fsSBoGYIjpl7soyWjOHsONBlniML5l4kjJCiCj26ASyJPj63T7/9wsV3vX6Oq+/vIGHwbQMUSjQ2k0FarVWacXU5H0ske/t13EhzhpJpSJCEbF9n+K+H3l87vYq9z1ZJmh54LugYlU76dgCjhKUpE0pSmGIEBhC0HWqJZcViwf+xRjzq3d+/i8KeHbaAX7nlpMRUrL1KcP250a59Ixx3n1VnSBwAeLMSdZv7SjrqrRExJ0/dPjKdzv59vcr7DnsEWrX8vzJ4txj0sGX7+lILJBOLr1GW6dPx9Y9ufZ6hlYTntmt2PmsYnSiLQia1YzmzLFI7XkhW1KwyjlLnbfocxnlGb74C443BQU/hDbvJtc2C0lGyRTekxWIiryG9o8it9Ekvy5y25392/Z0GlYujjhpeYQnQdeJp/sdIu0QRq6ljNOO7UeP2RgyfJscP2HWux9Gtl9IqZC1QyFrFjW49Owm337A58t3VbnvkSqNMATXxUiXQMYyicLyK4LAiULe/dqDXHQy1INBBoYGwGju/HxxH2YA/PKLr0Yp1Ro5rBk58hQrF9ZxnQkcFWQVyThbIt2QoKV5ZLvi77/exZ0PVTh0xKehHXBy4I6BnWheOiJXQYzTdMmPFBL3/RpFmPjNxmCJ7iIIYelCzX97R43XX95gfq9meFTy1D4XWyWYC0D2apHkv2XqkrSV5tvAPKMMTxH0BXCL7MedM2c4y0pdkPYXc+5H5pKYFNxZ0GjiPWn7zPYJoCRXnu3drHGCdGDbboe/+bcKt93jMzUt+MvfnGJZf0AYZd2JYeQQhg5hZBXejJYFKpGkZpE2x+UGU6SM7PR/ZD2BFfND3vWaBled1+TOh2p86msdPLmrRNBw0Y6DkY4tFsVXaQPseLaL0wbLLF68jgvO/YWWjiLg/ccG+Oql83D86gdfdfGydRtX7b5k7RJBZCKE0wSpiTAIx7Bnv2TbLofbHyxx630Vho96tIQLyk11bRCOnQISVsjKE7Zx3hVZ30G+HJ7UFkJtaGpBLZI0jBU+RbdAw9IFIR/97QneEF8yX39ZA6XgDz/RyVPPubGW3TFwPguYC0HjHJZatG9DzPau/JsEx3rHTITHD9sCyuS1/AtpRTPfr5KeEDMbtmZY8Dm+lRAglWDbPoc//EQnt2wuEQI33V4higQf/a1xlswzhKG0Fjx0aQUuQeja3vGoDeBtw+PZeKGKB8UjlFREkUMYWrd38byAt15V51XnNbj1vhK3P1Ri6w6f5w64iCRtKRWRqvDAk1XKusqbBpfd3dm9+INj440Z+zQD4G6pg/07vzm5eFA83aPGNx0cmVKfvLnE3sNVK7hprN+3c7/DU8941CKHUDkxqIvAVlKkupJ+zBLlpGxRRTJLclY8srEljoDISFpagYbB3oC/+M0J3vDyOk5oOeqUMFxzaZ2JacHvfaybw9NJmm62FIYoWuccHmedE2zDbKq/Mws+2nvDC0WPF7LyyaS2cyBfxcy/Xnicy2YkL+Zz5nNVmZJmuENTig//cwdf+24J7drAvGXgy3dWcKThut+aoK/DoCPbXdoMPILAJYxkTBiVHY98U11K7yEyklSlYwpoGaF0FCs5KxwVsaA75J1X13nLq2ts2+6wa79CKQGxQsTOw2Vu+E4/O8c6o6nQf/rTN35n8l1vuWLGfjnMsoQwNJsj7zswxtm/9Yn5G3YeqBC0FJEO0GEDoQPbi+yomDQnI4wXQtkegxjUnoxHwVRCQWwBnuruJMWu+KAkze1hZFChoKUlYQtkFPKrV0/yxstrqECklkIIgwwNV5zT5HPrWtz1oELLua144qzkQZ5PCeYBn+eubt9GHth5yrZZ+1PmWnP53OTy3HPsReqT57hTyPm/qS+enG5zpCwTNw1hhVcf2+rynQdLaEvAbt8hoWUUX7yji5NWRHzgrXVEA4LQpdHwaAQuYagK1rvAgiANKqH2SCg/tI5bniWRVCgdxaB3iKIQpRRKOpRkxFlrQzauizCRSxT6BIFHvSm59PRx/vZbix4fm5x4X09n96z7NyvAF654DTd/7dNREJ5rlvc9hmlqpgLB/nFJpEOMa2ywOIfFzrITOX6/OEuRCp2KLA0uc65K8mNHWuAGhlpomNIBLz9nijdf2kS1fFo6Abc9SLQiFvaHvOM1NR7d6nGkJmEOaNiDPzPnPUtGcHactvnnz7/mfpOZ7fksL7Y3Y5k5NmDm2E6SGkxeLvxb0oos4OiU4jO3Vjg47NpUrnBi62Pjl6Y0fOE/BC9be5RL1kcEoctkvUSz6RBGyQHNxhTzXJJKalSU45DU2orjRtaaa5XxuiipUNqxko4yJNQqZilT1OoVDh3tod50OTjs8ebL1hohpqLXvOba4wc4wPnnvYpmo37jzp07T6pNjVdXVQVD/Q3GJifZebhEPfLiVI7CERJPETfMkKbcnET6Q2apt0zvPmGNzcQ+s8Yn+2OEGoTUbFw7zf98a8DKRRWm64lal+13wYSgQDUjXnt+kw/1RxzZ7RYKirOCfBboFQLKWYo+s/UTtf//f37N4qOYNn88BXtGtVYoEM3wW9q3H39Gun+2r2f4iOKW+0oYXxZTq3E53SB4cl8HH/jHMn/6y5Ms6a1wdKJiwW2Sq3EGbCUzimslZU6BIwZ4/nEk4xYPmbovWluwe25AI9TsOQLDR33GxnrorBgO1wa56rKrcVxvzqM5J8AHBhaZ27/95U+uXrXufbv3/KC6arHijLV1dh4e58/+1aM+5qGUgycFJWmsjx1bbSd2P5zkcQpuU8ghO5JUV0WlOWGR3jtKsnap4NKzKvR1wpGx/LRPiKNiFMeXw5KvueKsJjv2egQJCmahJMhXx9obqGYANZdlnNU3Pxa4jwfxs1hhY2YBee697WCfDdNZxuR5fKSY+SA0gjse8mk0c5Qa0gVp89FSKnwF5RKMj7h85pYOLjujTGfVwU0l1CkI8ao0Xy+zxzquCejEiueBLlFSE8Xui47f67qGsamAT9zYzY59fZy+3GH5AJy6cd2443X8rev6c16unWPsPaeesoHpqUnGDz3NyoXDdHbWueHOKqO1Dlzfpeok7kimYePE1tiRRdHUYrEkD+RE5x6r7qYEriPwPUW1rBicJxB0cuiIQ2e1Qdlv4ekA40ggIKmYSaFx/IhXndvgn7/SQRALchQBl1nutHcDil2Mx4HD/OO5K5mC4zHo5nleL/jOqXuUxQrFIhlpkJmkDgvbm3E4smRjS8DtD/iEocrRatiCi5KKioJOR9PlGbpLBhE57NovWNAn6KhIfM/gOSYHdhMbKUOkDI5jqQAtQ5rGUfFomoq5FaUmioEudcJorHCiCIGgo6y58PSAB7ZpfvBUBKKDS+atGp8YOfjva9asnPP4HhPgCxcONA/un/r1tWv6vjg2urX6j1/2ueW+Hsqui+dYYGc+tvW7Cv51HtyKguZ98loiNus4sfCsY6UMS560B87VNANJvengOm46eJxUx4TQKB2hpUQZQaWk8cqaemP2fZptEiePn+e7Fd57DJP+QryV5wV5GijmJ+xhhq4ms/jY6cZmL+jY/TA0a4LpRlJZFnHtwkUIKxLc6Wg6XEPFM5R9O3zQDCImaxJjFEEoKHkC17FAd2KwZ4rExKA2OEagtcZRMWOV1GgZ089J6y5JKVGRIZQRQeTguy5Xn9cgMkf5t9sDqt2rphstfn35vAXNYx3bYwL8wKFR3du79CHZc9HEn3/yyWrYdDlpvqQZGIIo04vPp/uSrEiS506stJOUs5PHypa8LbCltdyuwHMkvqco+YKyD65jf5ZQS4JQEUQKFao4AreMTTr210wkOXVtyKsvaHLj7R5Gzb5feQWC44XdjCD0+RD8YiA8/5Y0h5283WQWO18bz310PrU4VzYGABe+eZfPk095aBW3O0jb0uqkLqid23ZVpngchppmM4qfK7QBP7JDMa62ctuuY6xolpYxQ6xliXVU0sprwa3jIlAkRS5ItdyKUmomp8u0Wn2sHwr58HvqLF9/3kSlc9lDYXBUc4x1TID7lfmUq/6RqWlz7S9decF39+74oVtrCR56KkK0bKEydYMha2ISJg0enZzldgrgzlttgetIXEfieRLfE5R88FxjeXpERh8cxfnWlBPbSMudbWypuOSHdFV0TEg0x77nsoj5KZ7jBqU49p9+nFjTzGl6X8A2IGepxcyc+IwvG48JSsNETdJotg0nEOsU5YPGXFEujKAVaJufjhOwlsc7IWeNb44k0gm4dW6MLj75lI47MYxVS06+GwqlDJ4b0WjCg1vLjIwKLrv4okAYcW1Pd88R8I55TI4J8P6eEocP7uWs01c/t2pha+fBlT9Y+8jOER7c2Y0KHCqeRsYZOZ37cVILngO0m/rY4CiJ68TPHYmrLMA9V+K5At+109OeGwcsuYOap0rIRJni2b/cHGMROccDyLYhh7b8d6EEb46xtR8X4czuJ8/1nfP/kxV4ivwpx3BYZm4zDSaSKKVIqZHQ2SWfrY0VgQoigwp0elW0TJN5muf4Xuv4u2UzovZ30xise2kHMCi4YUlaOTLTPPh0i4MjC7nwspN3VjrWPLdr1z5Wrlx6zP06JsABlFKEE1/bs3RBz3uefHr55htuG6OEpNJtcGMXIIwy1k9IBpEztyQFt5P53K5jbwnIPceC23MpBCtJqilxJwrdpG39zYWL8zF+1+f7yWcUcpjFLZmtGvgipAkLkDSzvyEDcXy2mawRa+b3O86WgWQH03KurRjm9TTTo2vyEiKGQMaGLi1kyFw6Mz7xEjCnP40EoRFRfJ9+guVGse0A1mA1mg4lX/CLlw/zbGMJT+4P3vPDnZv3vPkVG5/3eD4vwOfNH2J8cgrVUT0QyPvuWd5/9CLXTAMiFd9sBoZ60050mHg/Uw3xxM92YkvuyPh57Hs7Ete1z724P8uL21ksyJMZz9w0PVmO4nntU1skKMgxLuV+tGMCIFemL1h5ircXbeWDxlxFszC5k+z8rNWiLFVY3NYxUpDtOzzLccnEsSAyhigSBJGxEuFhPASefg2Z+59kHyS2wSI5jvFYmraqEkleJwwl9aai0bJ6rVoLgtBl4YJuXnfJGfcMLr3oQBhO47odz3sonxfgAN2dHezYfs/2c04vfbLCyovuvfdHBGGJ0cmISMNEzXBkUqO1TrMnKbVX3k1xZM5yy8JzC2hwXWu9XZWlm/Ka9SmHijmeS++MBpGcDFPbn9ouwc+/5RcV0s+/5trdvBuVq3om/5OlG3POWPL4eILbtseazLeOtHVTwtBSPojYEudPj7SbMW33lWSUIRIlNI4EHHLcOoaRcZfxaUUUCUYnYWyyAR2nseNg9yef3P397Zdfcv5xHbbjAjjAylXzgepDtenVNzdqR6659+E9RLrEQJ/L0MKAfRMBR4669JUtOGUCbpkElDkwx+C2r1lr7TmkwHbjNJOjkqn9orJDu6ZiIUeQZBsKNfe2w57zs2cFzAsE+4lcZobLwiwD8DMToimPihG5s6J4ZiSvpAyvpkhnHEXJ5KEhSOOWXGAfuyqpCkgawFi3RIo4dWhsddp1I7qrDZ4dMTy+08F3FAPzIlrRFOXelSxfseZmr3PRQ3hTx3185PG+UYiTGRl296w+6dLf2TXSfcvOgyU8V7J0EC47c4o1S8cYnjIEiR+ez6I4Ai8BtqtwXYnrytQVScA9s1CQ3GLpQGlyWY+MWjnNBggN8dWigNT4B07Zlci7FmYGmNtL88dzUf9prrRQlTyLwZM6YW194IkvnFnSbEspC1VIpguS9JwbYwk3iS13nB2JtLCT7jpTGg4jQxAmN128BSYWa7WT9kFIKhUfRiJNUDhK09s1zVMHatz1mGbfwYB603DmOpcLXubfcs5ZF/7Ogg69Z9PLVh7fgeIFWHCAeQsGue3OB/aeuva8LbXR5mt9vYcVQ01WLBqho2rZ9hOG0KRa6cYBpPW141RgEnCmt8xypzcVj2jlLlsqoUzOUcDZy2JCH2c4eFDx6A4Ho/LgtrcZ5fY2X2VOi/0Ss+ZzZVsKyhAApriDqbXODT9gBISC01cFDCyMmD5kYj9Z56x3QoZpUn2cVMovKtYVsmOs4+9q/W6T6tPZAyqIK95K2CGKWAdUCqjVW+w+HFF1bOFoyeJVbNqwacvUkQf2Ll9x3gs6Vi8I4ACnrllId8/QdRV2r5TNZ9+8sG8P929r8M0HF9JTFnjK5IAr0gDSj8Ftn1ur7ShjfW+VVb7yFlzlbsk0yAxKuEQJQmiQhp37XLY86WGcJIyUqb+RBpjJj8FMyz0DyOJYfzwByxSdidm/bPrWQl/KjIn6pO02Epx+SsCKJQG7Dui49dbeomToN3FLZF6+z1YpQy0QkYmb5OJsl4HkJMmuIhmBkBAiTUS4joxl4yUTtRKv3ljje48f4YHH51HumEeTJTcuGDrzuv3PHXzBh+sFA3zx0qU8s+W28TNPPeldf/O57w4dHvc3feWePiYnqgx1GEquwXcEviPivLatTCY5bjdnuW07eQzunAV3HG1vKmPOyvgPY5bavIRgXLJHaIwQhEYW+diSi/csaerCXCY5t4U53JYTuLKcd2YLMwDn45D81DypC5NmVqAIdG1/F5mmXDSWSlkTGUlo4jSwzIAdajsAH+bjlXQ2NruMmERuPG0tkGmuHISd9lICz1E0Wg6T0z7zejr5s7fVuOX7R+id73+vVF7zrn+78Vu1t77lqhd8zF4wwAHWnHolX/j65trQsjc88fXP3nZuY2LKXVAxdJQMZR9Kvkj7SUqewvfiHLeTT//FFtyxFtpte5xOkKfSgPmpkITyLb5h7yMDW3a5RMTVuNQPt0POKYsVmT9eSPPlne9ZbORxleh/2qs9/Z2S5mR/LiqzJelDAakUuEKaiPUrAu56SKPJmA20MQRG5Cy4yURYheUPTKy3iJLTyB6/JCB1kqqlTrgtTWrNhZDWkitwHAfP9XCmKnSUHF534QArTnljS4h6rXv+Cwc3vIAgc8Y/Spfp8eHffPOV659av9zgOZqKb6iUJGVfUC5JyiVFKXnuY8HvGXzP4HsaP04J5oNLN6U8KN7npQJlwaLHz4Wm1RR85lsVmjphkJU5oBf7ZWYbXTse7L6k8D0D3MU/FUr3KSnPLCT6CDwpeMera3i+JbpHW0J8Y2zioKXJLHkM1Ox5EmjG0tqhDSqDmGqt1TI0W5pGS9NsRTSamnozot401BpQa0pqDUmtoajVXZotxb7hMrp0Ub0pTnuwKU77sQ/Rj2XBAd509flMTU2ZeqN2y2R91+pbvvVsqVpyqZYE1bJDtaQswH1Lc+G5ueqkIu1tUCq7d6R1T1Kej5T3I/c4AXZegEpESC/i4Uc9xscTzl0JJBwpGVVbewZlRrJFFJGTdwVeKmuu75SBOnmhKD04u86PVWEzWtLdqTlzbYvvPeJhVJS6KaGRtIzA09nYodQCGVkOwcylM1kfehKQSogUKA0qssWhMDR2hjMCbbLrqhROnFiQjJvFjXNOufivS776Y8+v/NjHSv3Y/wl8+MMfNt7ii++pNztUrx+cH7WmVXeHS0dV0VFRVMtQKRkqvkkttwW6zlls0qDSdXSaFkx8cTcltsmIPxMeRHsf4roBU4HhT6/v4sEtFbRKZkTduO3TNg356aSRydp5c70WBQL8lEU3mzLKW3+Zey6lyPRm0uciFl2KH8vcvcy22/6Zsz5vv491jtJ51uQ7yXzQjb1P9iMfXOdEwJL/QWi6OiOqvuGOB0o0w5ggM6GfRqRDLKl7l95mlr2SdGRa+dSWci2K4ixMZANUo411+U3sRkpDtXNR64z1i67zxe6/qPZuDF8oLvPrx7bgyVrd22h1dfZ9dLc/2Nojan9e8ULZ3amolJK+YZ1ab6VMKimYb3tIAkcnngJxUkttZgSZKmatzSsZO27I/T/0ue+REmGbglpClaxiC54SbvLSSYy8uKstc5/rCSlY8li4KtXy0QpHR1ywocn5ZzS4/fsuqBBECMYpWHElQGmT9qoksUyako87A7XOB/CZeodSwio2BCLLnccV0VKpot3yoj+vB0s/dnjPROs/ezR+bB88We982xvpror6xg1rb375RWeYwX5DX5emtzOipyOkuyOkuyOgq9qiq9KioxxQLoX4XiyFEmdLHJlzRfKzezk6MhVLlMic8JRSIWEEn7+jzP4RN1NSS2+JRHdidcwMVqs5u6V/BtBvZnnSrtkzg1VWCwyJSGwsUmWsWOxQn+aXrqihnNgXj6nzjNY0NTRj8agw8cN15pdnMtuxLx5BEEIzgHoTphowWYfJmmGiZpioaSamIsanQkbGW+wfbjBvcL3p7l998+FRXT/7gmv+08fnP23BAVasWIJX7n+mMVB53/ze6O/27/mhrJQCfE/jOhG+aymWLaG5pBUoglASRTKNuQsT2AW/OyoCXRaVjN1yyFfv8dn8gzKRcXLWO6OIy2RKckFmvoCdL9vPAepi9XB2oB1Xe8zzrGNlap7/fEu+ZewR55u08rqaiFiYSlupQW2JeCKhcIm45OwGV59b52ubHajGSmtCEWlJMzYWKrXeWcehEIIoyYOL7NtEGlqhVVmLtL2iesrg5yrY1ZLg0k1n6YVDK9+3bt2aZ/bse+E579nWiwLwVavXcfTQM63Fa8+6fmrsmcrCwdLHXXMYx/VwlKZaalLyW0ihaQYe41MVpmpeetAz/oyi9U6yJU7BeicyKSGeF3B0XHDzdys8N+Id03o7BXDnrXexZWUuEM3VwloEvYG0t+OFrXyqMv/9ZnufyRVUZvsuxZbbjDclUUYWQtpjbiRaG6JYFVloRRgqhnoCrrmsxubHSoxOK/BjKy4sCVMz1tNJwS2yCrYQAqFNmrzScaZlqiUYrgmmQ/t/na6kx9e4EsIo4PS1AyCd3910wdnXP7bl6eiM09a9GNB8cQAOMG9gDXv3H4oWrXntjq1P9U0Go1/pXFiapFoOGJma5t6t9ofpLGlWDTgYU7L9vuRchyTPnQe6yjEhyYxc31EhRkZ873Gf7z9SJtJx9SieJURYyriELi7VwaTNBz8ON6QAbpE8NJhZTocZmYzjWccICGaM1T1f20AO4daApGTGM4o7Wsi4zUERRfZzglBTciLO39DgotPrfOM+S6yJCMAoIiNp6OSqKArHNQ2QFRkbsYzVGYRhw9oxuso1EIIfbO9i/1gHnSpiw8k+v/2r505uPOPCHeOj+6MzTlv7YsHyxQM4gHLKdDm1WzaccvFvNsdafz1+8Na+w2N7+ciNHdz1UB++57B6MOJtVwiG5nuAzXuTn+uUZoYP7qhMBiWx3n4p5Ic7FNd9uoun93vgJ+C2boqIBy1caVKZuqQ9pSgRaOa0ljOAUywfPs/bZz8BZlvP967nY9ea6+sm1cJ8gUcbgdDWgqPjrEpsxUVc9Gm1XNYuavLBd06w76DLI9sllJUNOIUkMA4NLXL0e7FqmjFp74qKMziusm0Za5YJ3voqxcpFLtVyjdt/eIg/+2xEb2WA11358pEzTr3gv+59rnbLymXlFxOSLy7AhxZ02YMbHr2B7kudWiu67hNf+Pb8+x+DdYscFnQL+rt9hkdcyl5ERyW05PrxT5K5KXmfOy9qZbmsPSdkYsrwtbuqPLqjDE5C0RzzI8aWxYtvTo5UqF0u8FgWMddYl7PcWUduAU3MgvnUKZ8bjjOBW+gTLG54FpAXXspP+STPc5YcEu1MEFqCMES6aMWTkDRoaTasDPmFy6bZfshlsqGsFRe21N5EFjQulYAottjJxysBniOolgT9HR5P7V7AyHjIgt4G5510lP/9GzApLxl+zSsu/r2xWnDD6tWDLyYcgRcZ4OmBd+axbffIp1X5MtnTO/mR04Yemr9sgWJgnktnReK6NugII5ELMim4JjIHcilzEt4qRMqQOx70+Zubuqi1XDsCJJLctyWaL0nwREz4mbgotLWniOO1sTMt8mxqw/l26jzo5jxOczwvxAI5FOf/PqtLkzsJkyivkFHBWlfb6CcAhcDqSqXHI3YXw0BTKkX89pumeHSHx813K8vVHleHI+PSNAInKf4kzVPaoGVmBFQ8rlhraJ7eKzlwxGGgr8JkTbLp3FOG5688+w9g4tNCvPjghhchTTjXOnl5H3f/x93Xn7as84NXXrR05Oz1hpOW14ho5X6FvFtSZDlK9OlVnAqUsT696wYcrMGNd1YYHfdy5J+2qJOAuxTTyLUTECVFzhcy0JD3wZ83U9LmgB/z7bnMjZjltawfvShvnn/bDBMOhQomkPaB2FnKnG69lkSRiu/jx5GlM460Q9B06esyvOUV0yzsCGzOL6db39JQ1yJOHRbL+DqvpxrfXDXNU89O8f0tLfaPLR8ZmVr0we1P3H/9Twrc8BMEOMC7f+V1rF0affbcly16/+nruyc3b5nksWdC6jFVS1q9dKI0oEykCFPFtlS5zQaWQaS59XtlvvVQxfrdMqNtllJQElAWxrbtJnIksZKxSqqB2M65WQs+eVCQM8qm7XGhmckUn+e2U9joHKs4gkAO2PFrIrvPwJ4PlM3MYDT3/bNijmUiiIywoNaSUEvCFNiWvjiMye0j7RI0XK48u8lVm6bxnFhOJgZ5khuvxSAPtUj7U8LIDjYkg+gl3+H0NXDWqWPIrsHJplz0/vsebX12zamv+0lC8CfjouTXqauHde8SdeN9mwfD3u7yZxZU9pe0thXKajmko9LKgslUUDYTtnLycilOyOM7FR+9vouphmdVJGLuPCUlvoSyNPgqI/9U+YAyCTLzUzy5y3qa6zbJECyZ1RYzY8uEsrjwPDfrePxToyJ1D9LXUnHc/PuSB8kEU5tVT4tWWaU4GzK2kzlC27SsESZNHbbPuGXHyCACTYcf8Qe/OslD230e25EFm2iBxqWBRJL3xwUmtH3iSkJnxV6lt+7yuPCcUxtu76J3372948tDPfVjkva8GOs/1YtyPOu6j9/KoiVvN8MjS7fNm2eejJC/MDU57py0NGRg3jiRriOEQgqJ64b4XkDJa8UqbpnupuMENHXEdZ/r5DsPdmDcmN1WeQjlUJJQVYaSY2IGpozRVsqMojmfJiwAKOebt2tkpi0FcbZA5PjMhRSxy5P1n1jG4fb+k1l6UdJ+kyLTbnqlyTHwzuhNkWbGawlnT0YPnRPYFbk22VzKMD0lTJFvN+1XkfYdvT0BWsPdP/AJtMwOnLFDDaGx+jmesgxYQhoiRzPZsJ2Ki+drTj55sNHbu/Ctrz5n9VdPXzQR/eovveknDb+frIuSrF979xsJ3YPRN/ct+sriRUvefv7GhbWlg4e454kJ/uB6n0eertIMFI4TUSk1qJanqZRquE4zVQOTQjMVCh7Y6mNkPmvi4EuoKENJxRRjMT+5p2IfPKeUNpvvnW8KKjC2mqKrMoO+If1nci5Bm8blMVYhqMydTPmgMnFJigoUpuibp5bctKU9c7GAFnE/tg3urc8tCSJLiRdGkjBUqeZOGDmE2o19dAcRKc49uUWHm3QZhlZWJmpAaxrdnGaiGdKMBCUHNq6OuO49w1xwxjBPH24SeUtq8/oWv/0VVza+sv3A09HGC6/lp7F+4hY8Wbfe/GX+9g9+gf/YfvOTywdP23XfU/oVX/kPU+qUnawYLDHY32JezxiHx2vsH9OEOqKrGsUdeQbpRnxjs88Nt3fSiHxQPkgfV0mqylBxDL6yJWDPyVlwlbEypcoOcxVVIOcD5zToC7eczmZiwdPANbHOtoswseIi6SqUEqnyFnr2W/J3lbPQCQFSZrlt23H297wVN6kbRozzTIQqYwTLelFyxEmJ+l1SL8hNTnV0RGzd57B1h49RFjouAcv6p1gxOE2lFDE27dNfFSzu91g+UGHj2hrrT14wvmjRsl87HN1249OPncVVV731pwW7n7wPnl+veOUb+bcv/yNnniT+fc2SNe5gz0kf27V977z5PUfp75ngwacC/tdnFrLnYIWLzxjlf//aYVYMWqsjCNi136Ex6YBv5Z+lkpQklJX1uxOAJ3yIqSUzmYUWeUudW4kAFsTvwf5vIR2Yjl2JolU3CS1C/nG23WIEKzKXt90VKrS0ZhY9L9Q14+8xCPN6OCKX/syX7u3omEgHfEm2JyWO1DG9WhS/npFfKqmIpKLcEbBiUYQwwrZCaIelC1tc954Gm06V7Dl8lP/52Ygnt/dz4IjhwGg/XQvPPtqccP/7dMP998U9l/HGa97404TcTxfgAL/8hvcCMDo69tlrVyhnx1MPfjSc+Or8R3ZO839uGqQ51cG6AcHibk2jETBdC3GcOo5o4XsCIWVasXREzHyqLOb92P92YtckL4mS0B2gSSWiC1LR5FwGHcdQcYAm20FO8Xmy8oxTc+bFybsaFFKE+faBIohzryUuSKpe1m5ps/9NvpNOGqwK5KXZiShiVlfHyVrQZMxSoGVEpBSRUSgtaLYMIEF5SKeMUornDlfZvs+nu6PBH75pko98YYTp1hKWrdk0vOmiC37/3CD8bGdn108basAJAHiyent7MHr6Xzacdb548onxj9z0hc3znVaLDUsNA30Op67sotUUTEyN09MV0GpI9h12Up1EIa1isZ9Yb8d2p3mOSSl+ZeyT6DhHKyKTCiVZ+gNRyNXKpNgRV+NEnCRJNGiTK4Bss+KZPnw+nZj44jOSgIXVXtxJwJn254i8dSa11hmQc5o4BWtut5tYah3ZOcgwkmknZ8JHIoTlJHG1xugIsNuyKVqFE9NTO1qyZEGE4wu0cOmtSDpEice2uejAYUFvhfk9Hr/9XyST7kXD51+w6Q+m6uZf+ntPDLjhBAIcQMgqj+9qXq9Lrwrfdk3vx5945J7eQ8NjrBxSDM0P0FrSCh2EEDy1S3H7fWUC5YJMGqmSYNL63SXXWH7DmGRfxv5JpO2cYOIuWG4927+sjUgDNinj2l6M0siAiId4tcnSiBnQ2y27QSPsCRCnC00xAUkB5G3BZb4AVcze5IFOAcSp5Y6rwCnrQBx4GiMIUYi48BJpQStQtAKZa3YzOI4kinR6jJQ0OI7CTSiqtYLI4VXnt/j07U2e3CsoKyuAsP9IiOtAGDlMtZZxycXnj65Zd/oHpKp/RojeEwmxEwtwgNNW+BgT3HDykjNHPH1wldb6r6aO3uMeHg9wHZe+boHvB9xwR5ndhzqs0KyQCEh1N93YPSm5At8jZtGywR4IosjQaNnBWGMgiATN0AI8sa5KCJQBI+Oejbj9M9JxIGlmcVV03B2b+uFJD3ZOUfh5S/Vxzro9U5Km+orTT3lLrqTJuSf5NuOYJ0YAxra0GgMtYS14vamoNyVRZL+BknbiKvREGns4SuPFhDwYOzsZhC7LFxh+5ZWT/N7f9QEOXVVBT3eNfcMO5597UVDy1Qe7Fpy9Y6JWvrW364TD68QDHEAIV+/ds+OWNevf6PVXH6jt2Tv6qS/duk14ErlhbZ3bHxLc/P0FtNxue8FvRpiSwghpFZQdK6nhe1CJKSvcWO9HCOuOuI2IZqBphoLJlqAWiYyJi0zy0E2aS+O+ZmTORdHWdUiHao1ILXnyHsxMf52koJLsL+3VySz9J2P/OhVQTbM1xSAyk8cuDokkffNK6rS6abv7tHVPAsnEtGK6bi24iPfbcw2lGMxSGFwnItLWx1NKU/FDmoFLs+Fz1Tkt7nx4hPu2ePR2umxYW9JUTjed/at+6/WvPvVfn376QGvRwJoTDSvgJQJwgKXLVmHMfS2o3DDSWPTdCzeqN+rw2b/81+/s53PfXsjUVDcreiV+tclZqw/xzYd7CVpdKEnsnggqvohpK1QMcmlnIAToyOHwVIP9kxFjDUGExMSpPEcISspQjoPKxB9PikJJC6gwJnZbspvUoEXiruSyKPmAs31n24pL7YFkNlhsCj63SlKEqb+dNKjlWoudqNDHkzCCURF4fp3nDiv2HvSJtL1iKCnwXKuvkzS/KQW+Z1XOXEczVW9y832K05dX6ShV6apO82fvnOLvv34Y6Z5OpWvwfy1evviL0u/dd/N3trdef8WGEw2ndL1kAA4gxAUA9R1P3PT0lVef9tHP31T2Jpp9fxSEu9WSrohlCyTnne7xpss1K4ZG+NhNVZQU+I4lG6qUJB0Vh0pZUfakdVdca506yoaNp9XYcWiYL29WHBr1OXCoTFN5RI5LhMIY65xIYQNJZRJ/Opc5aQN0YsV1/DgNODEFxtcZ+8rMimnWCName5QSj+YJR8lZ+XhoW0W4KsJ1AhwnwHMDpBPw3CHD8Ljg37/bz+69ih6/SbWU0Vn7vqTsyVjMVeEog+/Z4o+jIv72ayVuuGMBb76wzAWnKpYMuHR3urzx8tOjyF3+od/91PqPvvuq3dH/+I0Xb1DhxVovKYAna9X6N/FPn/1S9J63v+NPdj93xFk8dO/v3rn5Yb/XnWJ+J4RhB0vnT9hLqyPwPUHFl1QrDp1Vh86KlZ0rlwwlT1PyI7qqAQPzQjadpnnPVWNs22f4l9uqfPE/uhmrVQn9MnXHxREmbQHVuTy4NjEQY8sdaZIWktRF0dp2lCbAny1vnqxCb0whYEzK83mV4Jh4NG+9CzrwOlYCjmJgt6hW6kzWA770HY9/+VYXW/d0o51uhjoki3siOsuWr6YUg7tVVkQxYZLrSMqeIggVWgv2Dft4wmf4qMPRcZf5/Qvoqp7ZvPysi/+PWxr8kx899GU2nP2GEw2bWddLEuAA73n7tRw4MsHgPPFH73zjZXLt6qXnb77zNjlvXv38yVrLeXKvh6ckZddQ9gTVsqKz4tDbCd0dms5qSEc5pOyHeF5E2bONW83AR8oOzlhV58O/PsnSeQEfuzFitCEIhKQpFX5c6EnK7llQKTAypkOQsXuCIYqrf0bEHB9SxPeZv55Hd6YQkQA7B/KC+1GsXLZzmiRNWZlsdoSrQqrlBtPNFn/9xQ7+703zGAuryFKJqnIItWZkGuotC/Cyp6n6mmag7cCDcPEc6+Y1mg6twGPNUJ0HtjQplfvCUrXj/pM3XK7dytr79x5Wf2TCUYRzYjMlx1ovWYADLOxP86d/8NgPvsE1V57d2Vk6+o+Hj4Rv2vyjUdnhRFQ8SbUs6awqejphXndEX3dAf0+Dno46nhvgOjEBJAatJY1mmSB0qZSb/Mbr6xhG+fhNitGWS6ji/HBbkSapdIo4MS7IBgWENmghiGKwRtre5yum7QWlglsickxfOeudKpvlmXXz2ZV0i/a5lBrfbzHZaPHXX+zkb788wAQdeFUXTwo8CfVIUJtSmFjiz1cwrwrzW5ooChFC4CqHSklRazhMTHu85nzBgcnleu3Sk7/U09/x3u/cs3/yrb949omGx3GtlzTA8+v0s67GNLdO4q16v9ixZPumlz126tEj49cc2b+Tasmlu0PS16VZ0Ndk2cJJqpVxHt8dsW2v4Jx1TdYtUbRaJZqBQxC4aOPTaPn0djq866pJtmyf4qb7OtDGn5mqI1fKjy10XlYuCUq1BB1PtOg0k5ILOpM0eD7HnXc/0oxIHuA6vU8YrRJw53u9MfG2nJA7HvT4p2/MZzrqZl6HpCzt+wMN9QAaUYtTl01y9roWT+72eXJHhbGaxwqtkTLAjYPOrmqE9NfSU6ne/M5rz98SqSWfEKY+ec3GVScaDse9fmYADiD8dQBHHt2293/+9ntOXvb4lm08t3fRNePD26n6E8zrDlnYP8me4XHue8rhjgd72HvYYfVQg1+8dJpLTncpe9BouYxPlfC9EB0pBuYFvOqCBpufaHGkbqugbsK0JYsgj0jy34lfnctjR4moUqZjk/Zc5xCeFXDIXJSETk61MXypZIQvK9Pb7yKyPLawTVOOMoyMG267v4MjU50s6JYMViPKDozUBWNNSV8l4tKXjfGWy2qsXCjYezjith/UeXBblf3DnSgRIojo7pzH4NIzWLB0xc0LFq36r8satT1+ddGJhsALXj9TAE/WGScv5fDhI3s2nX3KB55bWL1B67W/M35k28VV8TAHRkf4k892EbW6Geh0cfsNRw6V+NG2Hk5Z0mSiMcZdP3A5eXEHQ/MDpDDM6ymxqG+KDk8zVjdpX4vv2lRhFE+pJK6LwHb8JRqQhayHxmqt6yy9mLTZJsta/KLVtp2PMemok2P8ypH/C2HiokvSUyKyXLUTgZHUG4IDR3x86TK/olnYDQv7HU5aOcW3fgTBRIkzl3cx2F1h737FVN3n9edNctW5R/nAP0JND3DmmSdz9sZ1m3u7Oz7RM3/5Y7V6uKfa8ZMbK/tJrp9JgAMsWNAPsN0Ysx3Ysn1rY+FA/9A/PPfAo6snJnep81dJzjk14ke7Wjy9y2N+R4kg0Bwck3zviRK+EJR8j64Oj1bg0goUGkXZEVRcTTXWYzcGGoGgFUKgc0PSwtIk5MWVbKHGWvFECUHrXEaF/KBENuiQKVnouH9dxwSkGU+jkIlOmZX8aAWSRkvZUnwokVLTCh0MCukqfEfQ6Wt6OyXLF7qcd4rh4V0Rw9OSI6PdHBqd5om9DR7dpjhvXS8XbdS899qzolJ14/a+cuvXzj/vvAPA0+Jngb/uGOtnFuDJin+Ap405+HQURa9auLg89M8fecWXhvfc0zU1vbU6PBrS11VmumlFS33XIBHUGoZaQ9EKFCau6KEcKg50+YbuiqU7iDTsHzVMtSQxN05MO2FwpECrxE0RyIT6IlZB0DqXPsy1HSbuSTIIrVKXxKTW23MjXCeZTdUxA6wNbm2g7DAy7hNpQbUcIqWh2WoSRg5G2+/nOVD2JZWyACRhGOI4hpIXMjzi0N8V4Fc006ybnrfi/ImL5teuxTvpOSnVnp91YCfrZx7gyRJiEKP1nrM3LNo3OtpY76yun3dkfMM/dfbuCe97dGffkcPjnZHWtJotPBEVBnYNmkZgmZ4qnqGzbOjrUvR1uczv1XQPT3Lzgw7G+PiKlBPBU4ZywjcSl9lllI2QOcpK7WnHpKlGkWZNQMa966kuaAxu14lwXcv/4rkhropSD951IqDB5scku/Z10t+j6O+ROErT0+mhcSh5Vs4l6Zw0BoJAUHaa1BX094T4HfPp7Lto7O1nLJ0am/TeO2/emu8PDFXGjUHbHp6fj/VzA3CwjfuANvqZUcT826fD6ZO2/+gLzV/5xY//j62PP/w2obYE33jQO3lBr18qeRG+G9JVbVJrtvjK3WWOjnqsW2DoqkjmdbsMLVCcvrrFFd0jHJpwue3hAbqrkqbWGKORgaLLE4DOpnnSvLSlBlaSlAc7yRkmaUBXkfnaMRe661jL7TshJb9FpdTAEKK1Qxi5dFWa3PVYyD98Q9LnB5y6wmCMQ8nzmJjyWLVEcc2l0zzwVMDYtEetETE1rQl1N7/2uqDxpe/2bxtcepLZdPHLPaE6P/aFr//bZzZufK15bPeo3riueqJ/whd9/VwBPFlCrgGb1as9vWMPSjl/5Tjqr/ZMnaEuuajzUwvKjZOi+v5NCzr2qnJ5mHrQpKwcSlLju5a8f16Pw+IFAUMLJqhHdeoN67d3e4aVS2ssHRzl5rt7GA86rNhtksOOiSiJySlTK5744Mk4miL1sz1X48WWOwW7G1Lymwg1xVc3uyzp91m9qER3NaTDb9EyAftGI+Z1Gkq+pLtD0gwcGi2YnGrRUa4TCQ/hdjA4tCQaWLrkeysWR0/3DUy/b89zKnIcF+X65m1veAfVsnuif7Kf2Pq5BHh+nbRqGWR1lnBsbOK9yvF669NHPzy+/1ZvZOxIFJnVZ17zSrHxkT3QbAWUXMH87oihBeM8tX+CL36vh2dHO1i6IGCoS/Gm8zwuOUvTUxnmU7dUqDuKkta42hBEyfyjDQqVtC5IFLfqJu6J61idopKnKXkRnhsVNIlcJ8T3WvzTN13+7uuLeeVpPm96uaEVNZnf7fLfr53mps2CPcMdVEuCng5JEASMTlXYd3Qll250Hh4ZDX+4bPka9ZqrX9kaHOj/w3q9MXraxp4T/ZP8VNfPPcDbV09PF8Ao8BsA9eHbUEpcvPfw5CuvfQ3XulFz7VBvSJd6CuVF3PTdKtt3dvPOyyfYtl8ycriHIPBptToZmj9B1TOEJrIZFgPNlqAloRVZPkApbcNXHuCOMniupuxHVMoBJT/AVRoZKy7YLsCQesNn32GDp0q4wmWqHrLtR5ItO+bxpksk115Y4zPfVrRMmZWrT2HRcsm8vvCpszb0fmlkvO/bUurNv/7WS/jIH5/oo37i1v9zAG9f5flXAmzed2h086+8gXuIglVhc0zv3bpXa+/kFVdsWvH75687wKmrQ3aPPket2SCKNLV6g2/e18NFJwm0U+fxZxRL5zuMNDS7D0vqTRjstO6K5xgqJUu0IwVxdkNTLYf0dtbp75mm1pTsOlBiYqrK+hVTfH+LQpheXnHmC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'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 213718000
{'hecke_orbit_code': 45035996340814069, 'n': 1, 'trace_an': 2}
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id: 213718001
{'hecke_orbit_code': 45035996340814069, 'n': 2, 'trace_an': 8}
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id: 213718002
{'hecke_orbit_code': 45035996340814069, 'n': 3, 'trace_an': -2}
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