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mf_newforms • Show schema
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{'Nk2': 1104, 'analytic_conductor': 4.071131790396103, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [23, 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': [69, 1, [47, 28], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 1140200, 'field_disc_factorization': [[2, 3], [5, 2], [5701, 1]], 'field_poly': [25, 25, -20, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [48, -40, -27, 2, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321849925, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 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{'__RealLiteral__': 0, 'data': '36.531', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '552.240', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, -2, -12, 26, -2, 6, 32, -18, 36, 150, 62, -78, 32, 180, 6, 258, -28, -18, 42, -490, -96, -322, -92, 54, 364, -336, -108, -260, -20, -450, 444, -506, -186, -700, 656, 234, 162, -354, -96, 998, -528, -540, 1230, -114, -18, 46, 36, -774, -8, -1482, 84, -712, 358, 54, 572, 2372, -126, 560, 892, 1470, 294, 1004, 288, 762, -636, 966, -126, 1620, 276, -1348, 1032, -162, -1220, 430, -1092, -1258, -932, 1008, 1832, -2346, 324, -1092, 1178, 780, -3484, 458, 60, -5570, -872, 1350, 496, -598, -1332, -2408, -932, 1518, -1324, -106, 558, 1386, -2276, 2100, -668, 576, -1968, 1142, 786, -702, 2926, 5068, -486, -2804, -6336, 1062, 46, 7160, 288, -4024, -3356, -2994, 3120, -1126, 1584, 2188, 1908, 1620, 2728, -6178, -3690, 420, -620, 342, 1712, 5006, 54, -5228, 68, -138, 3160, 7244, -108, -3432, -204, 2322, 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mf_hecke_nf • Show schema
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{'an': [[1, 0, 0, 0], [0, 1, 0, 0], [-3, 0, 0, 0], [6, -1, -2, 0], [1, 3, 2, 1], [0, -3, 0, 0], [10, 4, 1, -1], [0, 9, 0, -4], [9, 0, 0, 0], [33, -9, -3, 2], [13, -5, 5, 6], [-18, 3, 6, 0], [6, -4, 2, -4], [44, -2, -8, 4], [-3, -9, -6, -3], [58, -13, -6, 8], [-14, -14, -7, -3], [0, 9, 0, 0], [9, -3, 2, -9], [-103, 39, 1, -18], [-30, -12, -3, 3], [-75, 11, 21, -2], [-23, 0, 0, 0], [0, -27, 0, 12], [79, -24, 18, 28], [-90, -12, 6, 12], [-27, 0, 0, 0], [-32, 66, -8, -16], [-4, 2, -32, -10], [-99, 27, 9, -6], [122, 22, 0, -2], [-100, 53, 28, 4], [-39, 15, -15, -18], [-162, 26, 18, -8], [152, -24, 4, 30], [54, -9, -18, 0], [45, 9, -31, -40], [-101, -25, -1, 22], [-18, 12, -6, 12], [185, -129, -71, 22], [-134, -4, 44, -24], [-132, 6, 24, -12], [311, 7, -18, 25], [-107, -157, -43, -2], [9, 27, 18, 9], [0, -23, 0, 0], [-6, -30, 30, -10], [-174, 39, 18, -24], [-5, -6, -16, -4], [-322, 97, 94, -20], [42, 42, 21, 9], [-198, -40, 26, 20], [97, 15, -22, 5], [0, -27, 0, 0], [206, 126, 142, 52], 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-4014, -2600, -1170], [-15732, 3238, 1940, 2956]], 'char_orbit_index': 1, 'field_poly': [25, 25, -20, -1, 1], 'hecke_orbit_code': 9007199321849925, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 5, 5, 5], 'hecke_ring_inverse_denominators': [1, 2, 2, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [1, 1, 1, 0], [19, -3, 1, 2], [2, 11, 8, 1]], 'hecke_ring_numerators': [[1, 0, 0, 0], [15, -15, -1, 1], [-20, 25, 1, -1], [-15, -35, 3, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '69.4.a.c', 'level': 69, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'ALdims': [4, 2, 2, 4], 'Nk2': 1104, 'analytic_conductor': 4.071131790396103, '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': [69, 1, [47, 28], [1, 1]], 'conrey_index': 1, 'cusp_dim': 22, 'dim': 12, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67108933, 'hecke_orbit_dims': [2, 2, 4, 4], 'label': '69.4.a', 'level': 69, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 23], 'level_radical': 69, 'mf_dim': 26, 'mf_new_dim': 12, 'num_forms': 4, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 32, 'trace_bound': 2, 'trace_display': [-4, 0, -16, -20], 'traces': [12, -4, 0, 56, -16, 12, -20, 36, 108, 20, 0, 0, -64, 156, -84, 328, 96, -36, -56, -636, -84, -244, 0, 324, 420, -296, 0, -824, 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mf_twists_nf • Show schema
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id: 59255
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '69.4.a.c', 'source_level': 69, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '69.4.a.c', 'target_level': 69, 'twist_class_label': '69.4.a.c', 'twist_class_level': 69, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 59256
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '69.4.a.c', 'source_level': 69, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '207.4.a.f', 'target_level': 207, 'twist_class_label': '69.4.a.c', 'twist_class_level': 69, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 59257
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '69.4.a.c', 'source_level': 69, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 22, 'target_is_minimal': False, 'target_label': '1104.4.a.v', 'target_level': 1104, 'twist_class_label': '69.4.a.c', 'twist_class_level': 69, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 59258
{'conductor': 23, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '69.4.a.c', 'source_level': 69, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '1587.4.a.e', 'target_level': 1587, 'twist_class_label': '69.4.a.c', 'twist_class_level': 69, 'twisting_char_label': '23.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 59259
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '69.4.a.c', 'source_level': 69, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '1725.4.a.s', 'target_level': 1725, 'twist_class_label': '69.4.a.c', 'twist_class_level': 69, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 219025
{'charpoly_factorization': [[[48, -40, -27, 2, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 2}
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id: 219026
{'charpoly_factorization': [[[3, 1], 4]], 'hecke_orbit_code': 9007199321849925, 'p': 3}
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id: 219027
{'charpoly_factorization': [[[7704, -1332, -430, 2, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 5}
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id: 219028
{'charpoly_factorization': [[[-108056, 13592, -170, -32, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 7}
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id: 219029
{'charpoly_factorization': [[[1835520, 96640, -2300, -62, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 11}
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id: 219030
{'charpoly_factorization': [[[-5184, -11808, -2676, -32, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 13}
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id: 219031
{'charpoly_factorization': [[[3442464, -154328, -7010, 28, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 17}
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id: 219032
{'charpoly_factorization': [[[-3033320, -298524, -8762, -42, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 19}
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id: 219033
{'charpoly_factorization': [[[23, 1], 4]], 'hecke_orbit_code': 9007199321849925, 'p': 23}
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id: 219034
{'charpoly_factorization': [[[329043600, 598320, -61320, 20, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 29}
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id: 219035
{'charpoly_factorization': [[[-13145472, -2443680, 60392, -444, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 31}
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id: 219036
{'charpoly_factorization': [[[1193345264, 19583912, -121240, -162, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 37}
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id: 219037
{'charpoly_factorization': [[[1853697360, -81848960, -158840, 528, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 41}
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id: 219038
{'charpoly_factorization': [[[-7030549368, -29993268, 452894, -1230, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 43}
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id: 219039
{'charpoly_factorization': [[[431257536, 10298784, -138164, -36, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 47}
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id: 219040
{'charpoly_factorization': [[[25456680, 5432460, -9190, -358, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 53}
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id: 219041
{'charpoly_factorization': [[[-14547689280, 136254816, -12532, -892, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 59}
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id: 219042
{'charpoly_factorization': [[[-56561712, 1083800, 11632, -294, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 61}
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id: 219043
{'charpoly_factorization': [[[26618219240, -115135900, -558850, 126, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 67}
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id: 219044
{'charpoly_factorization': [[[-16923156480, 97561600, 132880, -1032, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 71}
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id: 219045
{'charpoly_factorization': [[[5089871152, -107355728, -1136, 1220, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 73}
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id: 219046
{'charpoly_factorization': [[[6874959400, -193880344, 1021558, -1832, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 79}
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id: 219047
{'charpoly_factorization': [[[15308700480, 278220480, -601900, -1178, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 83}
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id: 219048
{'charpoly_factorization': [[[-1279749600, -140703136, -120482, 872, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 89}
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id: 219049
{'charpoly_factorization': [[[-285081598064, -1071941936, -567624, 1324, 1], 1]], 'hecke_orbit_code': 9007199321849925, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '69.4.a.c', 'level': 69, 'portrait': 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wmNakKr63F6FgbaQxvD3g0h7W7ChXmHsbrLjg0xW9Z2qFUHCGkIQ0GzW2Gu6TFWFbjS5cKsx7HzglPTMWcWYvxKl9ff2OGtN4MvRzl8usGZGcXFjLnnDMfmDTdcOce//IElNoyOcvriOBfnK8wuucwvS5ZaMa1OTKuTMLOY0JMOP/O+mr7hius+6ThrfiLR/daea976SkPif+jxbQ3wVqvFufmERkV8YHr64KtGwz+TX3968KqXTh5zfva7FTML65hZqLLY9FhsKZbasNi0IF9sJlxcguMLgqmpZf7NDy1w02VVzs6Mc2G2xoV5h5kFw/R8zLm5hNl2zOh4n1df1eGWveDJCr7ymVkMuDjvML0o6A4gjjWBp6kFCWMjMRo4PR3T6sDWtS61ygBjBAiPTk+zZd2AhWUHjJUiyx0YxGAwLDZDNq5xafcUQhmEHtAIXLas77PcFZy+4JBoh4mGpB4IfBfiWNAdSKYXJRcXDDNLMb7fBzfm1is6vOpKwVSjwsJSg7MzPhfmYWY+ZmYx5vwiHF8w3HDFPL/yQ0usG21wZnqc6fkKc0se803JYjNhuR2x3E5YbhsuLktONvv8zDvO0htcHj93fPSR3/rlN+nLdl3+iJDxL3a7FWq1+isNlZd9fNsGmfd/7Qs0Gg0WFuZ/9ROffeCffvZrj/jX7DrD/EKHy3cOmJyUDMIuUSwxgMEFHIxRYLJ/JUEKw4mFUf7NHwp+9UdmuG57SL0yTq1Sp1H1qVddRhuKmQXF9JLD1x4N+NLDMZdt7rJ3R8ziUo/LNw9435s0UawQGL7wWMBsM6CSDDh1UdHp1Ll6V8JsK+bgYZfdmyVHL8Cte6DZhlA7+E7IZA2OnK9QrUT4KmakLlhuw82Xtzl+zmf3Vs3JCwNeOm7/PXdzn+MzhpH6gMVWyBe/VsUIRZIk3Hltl9uuM0wvu1y3s8/ODS5x1KDbq3DwRMD0vGBuKWF2KWZmUXNmUTDTCbl29wL/6vs7TDXGOH1xlJmFCnPLLgstuwI2OxHNTsJyx7DQgdmeoLMM3Z5mx+YXnUZt5I7W+Qsc6b/ptjVbXqsnxuu/9Ok//xzvftc7XmnIrPr4tmTwA898msuvC9R9X+3+q8PHpn/poSeOqwOn+5xuCrrdkMt3LPIffmqe63ZWuTg/zsJyjcWmz1LLZbHlsNSCpVbCUitmsR0z34SzSwKn0ue2Kxd5zx0h29fUWO40mF2sMLfoMd8ULDY1C03NUlvT6mlaA0O3HzPRiNiyVgMC3zWcm3UR0mfrGsX2DYYNa7rMLA14/mid6y8zVCtLvHhsnHotJAxdJsY0vT5cvqXPH98/yp7NMYOBYXJEEiU96oHPS6f6VNwa1+6OeeFEyMyCx8YJn+3rYcu6EKUizs2D5xqEMGxdGzNWl7R7Pp2uS6vrsthSLC7DQlOz2EyYbyZMN2Ghn7BlY4f33DnPbXsdArfBxfkG80sB88sOCy3BclMXzJ2Ce7qtmF6OuWnPRf7d/zHHFds8FpsNzs+OcXp6ir7Znkhv4lcPT2/4lU1jC8lP/ei7XmnoXPL4tgL40SOHqFUrlecPnNnSXdr/vYsLi//2xUPTzCwmTC9oppuCix3JbCfi+h0z/MZPLnL1jgqzS2MsLFVZagcstlyWUpA325rldsxSO2axZZhpCi50DIgO77y9yVtu0uxYHxCGVZaaAcsdj2ZbsdQRtLuC/sAQxoYkASUNvgsV3zDaMKwZj3DcPscvhuw/5qPjGm+6OcRxl3n64Ajb1sOXn4i5fZ/PbLNH4CjiJGJ8DOLIxXFjFhaqvPq6Fl9+tM729fDU0QEuVd54kyYWPfYfTzh5LsCRHmvHHMZqgoov8DyBEhBrCCNDP4R217Dc0bS7muWuZqFj6CUJWzd1ecstTd75qhB0nYXlEWYXKyw0UzJownI7odmJc3AvdeFiSzHbSrhh9wwf/MlZrtgasNAcZalZY2axyvlZn9MXDE6who0bp/7FHbft+zOvuvlMHPV7l+3+9glCv20A/tRzB9BqyquYoz986sSx3/7K158XikgaJMvtmMVWwlLbsNgVzHQVF9sRN+2a5dd/bIHrdgXML48yv1xjueWz3PZYajsstwXNtrFLbjum2dEsdQyzbcHFpmZstMt33NDm1r0xW9cqGhWXVjvAdyWgCGOJ1gJtoNsHhGas3ufoeYM2Ifc+VWPQrbBro8dtV3WJ9DIPPjPKtZe5HJ3u0FxqcMtVXb72tM/accPB04Z/+I4WB0/5rB2X3PeM4rbLFYvdFifOjnPt7pAH9/eIB1VuvcJj5+Y+vbjDPU8rSATHzzk0qg6OgG5Poo0g0YYoBqTG8TTNjqFWj9i8fsCrLu/yHdfHTNQCZhZHWFiusNSy52apJWh2oNmOaXZimp2EZtew2JVMtwXz7Zib98zxqz82x9XbA+aWRlhq11huBSy2POaXXRZbEq0TJsdc3Zi6yuzevfOnb7px20eX5hfC8al9rzSkgG8TgC80Q9nqdN/20T/94q7d66MP9haedI+eCeiHkGhNr2+ZqdVLaHVhuWdBfqEZc+vls3zgx+a4fqfHcmuEuaU6zU7ActtjuePQbCuaXWh3DK2udQY6PU2za5jrCOY6ECUDrr6sx7rxhE7X8OZbBmxbp4kTiSMNYQQPPB9wZjZg/VjMi8cD0FX2blJct0fjB12ePtplbr7GldtqNEaXePQFlxsvC1joLrO01GDdOsMTBxXf/9oOTx502LTGZb7TZGlxnOsu7/LoiwnjlVGu3NVhttnkiQOjVJwaN+wx7N7SB9nh+ZOCNeMRM3MRDz7v0o8UUkKiDdvWh3zHLSHtjmLDmOa6yyAMqyw2qyw2fZY7Lq2uotmRtDrQ6ia0OgntbkKrq1nuGhZ7kvMtQbM34Lbdc/zKjy5xw2X25lhuV2m2fZodj2bHodlRdPuCWEO3m3DkbJ/ve9dN0b5d0c/vvPJdx6SqfVGIQL/S2HrFg0yj28Rx74eeffrZ/zh97vh469wyayeq1KoSqQyDgSBxIfANWsu0oMogRIKSDk8dXcsvftjhHa9a5L2vXWT7xpDphQa+V6Hie1R9l1rFoV2R1HsuIzWHbj+h00tYO9D0BoZ232dxLuDcWUMYa85Px/i+AQSeMjhS0O3ZCr+463DNNsHODYYtG7sMkjZfeVJx6NgYb7je57rLl/j4VwyeqLJtY5cXHlVsHFVMNroEqkIYucy2oRY4bForeO5QyHW7K9xx7Twfu7uH59Z5/c0G1+/y9SdCvvx4jQMnK+zYUGXb+oSpsZDtkxH7tiUopXGUDbGrvs/UqE8YubS7Hi8eden0Hbo9Racv6fSg0zd0uvazt3sJnZ6h1TMs92Cuq5hZMlRHmvyjN8/x924dcPX2GhfnGzQ7FVodj1bXpdNTdAeSQSQIY+gPoB/C2nGXF1/Y75p+9T8u9Z5b3Lbrxn86v9j+2OT4K+uwvKIAb7UHdHr86PFDj3/g+IH7xyf9Np7nYpC4ymBcAUZiMGCMdUcESGGQ0uDIBE9K9h+b4tmjNY5emOUdr+rwqiv6jNYbLDar1FoBjZ5Hp+vQTi92r+/QHTj0B4Z+qAkjQxQZ4sQeYexhNEglcB1B4AlG64KxOqyb1Gxa22VyrMlXn4aHnnWReoQ3XO9yzd42Dx+ICPsNbrtG0Oz1mF2ocetuzeRol4rj048Vc60IpQXX7Hao1gc8czjgNdeNcMvVbZ45rMCMcP0VHj/y1kW+9lzIfU/WOHgmYMuUYt14hbF6lZE6VHxwHYOSoA0cPClIEkEUW/ANIuxnHCT0Bpr+QNPta7oDTacHrQHMdSSzbRjoPq+7dpG3varJ971eE8cNphdqtDoV2l2Pds+h01O0e4peX1pgDwyDUBMnGiUEC03DN59aJnnqvvHXv17/u7e84TVONOj9vutX/tcDuK3laf7IxZOPfeDssYfX1L0uOza5hJEh0Zo4ASUFQgqEUAgEiBgpQUmbRXSUwVGaiiuY61b4xP2b+PqzLW7ft8wPvG6Zfds7TIxWWViu0u75dHtuCmxlj1AwiCRRLIhju9Sb1GJU0uA4EHhQrWjG6xEb13SJ6XD0fMQnHww4cbbGqF/hxiscbr2qxRNHmtz7WIObLwvYsr7LH98vUMKnUY9Y7gzQBpSAqUaXVttDxxXedvssn/hylZ0zAW+5uUsYLfDg/gmiJOCmK9bwlhtbXLa5ydef6fLC2SrPn/TYNC4ZbwiqvsBz7U0oBQhh0Aa0NkRxerNGhkFkb+R+CL0Q2n3B0kCw2Abh9Ll2zzI/8B3LvPqKhMlGhaVWjWYrsA5Nz6XTc+j0Fd2+tMcgu3E0gyghig1JbEiMIYqg1V3kTz9935oLC/oDd91xm9l/dOEjV132ylQn/v8O8I9+7A85NDPGr/3XJ97fHkx/8Katj0xuHY8InAbtrqE3UAwiSRhJBgqkFEghEEIipIOSCUoKpNQ4SuMqg+8YAkew1FcsNsf41AM1Hn+xw21XL/MDr1/m2p1NJpIKcezT7Qd0ei69gUMYKaJYEieSRAu0EQgMUhh8T1MNYnwvxHMHnF8YcPdTkmPnPE6eG0Npn53rPS7frrh+bwvlz7H/eJ2No1Wu3AHrppZYbDXYt1ESa8NXn/QZdCWjtZg33tTniw9GnJmus2eXy8XlPi+dcNm8doyrt8/x8AttHn1JMAg99m4fZ+9mn72b2hy/uMix8/DkoSpHT9SoOgLfkdR8Q+CClDaoMsberHECYQxhIugMBK2+oBVBqGO06XPDZS1+4Dta3L4vYf24T68/wkIzoN3x6fQ9uj2Hbl/R6St6A0G3L+ll4A4TBqEmjNIjtrFKP9S0epKDF5ZQjb9Y8/rrDnxwJNgQx/N//PF7HlF853e99+8uwL9y96f5T3/wNO9/177ve/KFM7/5ya+dHq2/e46bLxN4rsJxAry+m7KrxAkljpIoJVBS4CiFowRKaZRKcB2B52o81+C7hqqXMBoI2gOXpdYYn3mowf3P91k71uV772yyd3Offq/DldsNm9cpBpFLkigSLTEZuKXGdRJOzxhOTguWe5rPP1zl/PwYJnQZCxQbJhy2rnPYsRGu3NlCy3k+9MUai4sj3LzX4cqdTb7+vEDELmvGJLVqTDfykEaCkSjHo9kXzCwKrjBV7ry+zSPPVNgw6XHzleP8g7fO89Evt3nycI1O32Vhuc72DRX2rO9y0+4273pNmwuLi3z+YZ+Frs/piy7nz3u4SiClRCDQxpBoiLQhiTVjExFXXdFlMIjYu3nAu+8csGZEMV73iaKAi3MBnZ5Hb+DS7Tv0BopuX9EbSHoDQW8gUr2t6Q8suAeRZhClq0Ro6EeGTl8w3xVc6MJY5SyiNTf5zOEbfzOW26Oda2f/5BOf+CTvfe97/u4B/L6vfoatl10pfu5H4u85cer8h2cunqu6ruIrz9T4rlctMFrvoDU40uAoNwWzSQ+JIyWOEvZ1qo1dV+M5CZ6jCVxDJTJUQ8NIkDBWEXRDSTuscfJcjV//k3HQMSKOuf6qLtvXhcQxaKOzTiCkEEglcFyPw2c8Dh4LqAUOdU8yWRVMTUjWjDtsmFJsXZ+wZ+syiVjgv3y2wekzo9y822XvtoRe3Oax/T6jFZeJEcNoPaRasVJIa0mzr1jsGBaaCc1OhVdfucxTB7scOqMYbQTcdMUoP/a2BX7rc/DMsRqdnmG57TCz2GDdZJU1Y322TvT5P7+nS6Pa5IWTcPisxHUNShmEsIF4FrrEMWxbl3DbvpgkcoliH2Oq9EOX6XkL6t7AoR+qXL71QkE/BXc/xAI4Ze38SIE9iAz9CLqhXSVmupLJkS7feVOP3mCUs2cvjPaM+vDc0rr41Tdf/ak//dM/M+973/f+3QG4af4GNA6oUwcuvFPE3Y8HnAtuvAKOLQ44cNLQG4RsnOgSxgohTSo/HBzHwVEKNwW660hcV+A5gr6r8FzJwJX4YcIgMlQiyyphaGjEWIaJIYwF/UgySHyiJODQsRrPH4LEGCy0rTZ2JXjK1nzUfbhyPTQqMFKTjNUVE6MOa8Zhy7oB66eWicwi/+WzIxw/McJ1OxQ7Nkl2blriGy/FzCyMcP12yVhDE3g9fOljlCBOJMIY4iRkqRMws+By3d4K1+xu8/AzAWvHBNWgznW7Nf/onQv85uc0L52vs9zRLLcVc0sOk6M1xhoVxhojNKoRU7WIrdeF+G6M68QoZUsUAAz2pooixeycQxQrolgRRopBlD6HkkEkGYSSfigZhMIGqKGwAA6z85qydgpqy+DWRemHgnYoWAwlS4OErUGPK3f0OXIq4pmjhpm549Wt2/THXzr7mH5uuvLZH/7Fjycf/cD7//YD/Gd/5ff4zv+zob779nPvfvstL3xs0+hcsHG0xki9z/iaZc7Ph2xd3yfwJdXIQQirgR2l08PBdVR6GNxI4jkCLxIMXMHAU1avh5ooMoRxYl2RuHQkECeGJNEkGqu3NTm4hQAlwZHguuA7gsAXVH1JraoYqUrGRgRrxmO2rutSry3z2UdCHtw/zvJ8g6u2KLaud7lsc59ELPPVJ6vUXIepMUW92mf/cWzH/WZDd6C4+rKIq3Yapi8mzC159PpV3nRjm2++0OPoeUWtIvG9Bvt2aH7l/Qs88FKPLz4wyULLsHVNwlLTYbShGKm51KsutYoh8DW+p/GdBEdZkpBpS7kx2ISVFsRaEieCOBZEsSSMBVFU2H5hJAgjQxjCIEpyjZ0RxyC2rG2DV+hHgl4E3UiwHEqWIjDRgAvTmt/6c4eTM32+9kTMWFXy8LEjwb69S3/4L35k9O/fdZf/6f/2c/8hqaz5ub/dAL9x55jcvS587/2PNX/nxUPng61rDK+5usWgFTPoa1pNxecf8nj3XX1G68I6JELjOAmO4+E6GtdReK6D56Zs41rGCT1BGAl7cSJFFEMYSesgxIXtFyeaJLHuQmJSpyR1S4QQqTMjcBy7OvieJPAltYqgUTWM1jVrxwdMjbWJzTKf+qbko1+eYE0QcNUWwZb1Lts2aLauX+KzjxkWFwP2rlOMNaBejZg5JZld8vG2wyASTI1IRkfh6EnDUkszPR9w2baA117f5u6HAibq4HseSo6yb6fgx98yiytn+cLDYxw4H7C2FbFmNGakpqhXFNWKpOI7+B74LjiOXfGkAClKIMfe2ImGJBHECSnQIUoMYQxR6opEUWqfxpow1oQRuSMziGxF5CAS9CJBJxY0I0ErNET9ASNBi++6o8VII2Gk3WPd5DzCUbzxmg7rR84GE96+Dz/ywLXOIAr+FMszfzsBfubInxDH8fs/86Vzv3H+9Hzjnse2o8WA3VvbCJ1w5JRibk4wOtrn/MIi//BdPcYaMYEX0+xUcFSC67i4rksYajxX4buZy2JT6ZZxhGWilJXiGKIEksQ6CVrbgEtrk/VwpuC2AFdKpLreAiTwoRpo6pWY0XrM1GiPybFlHjkU8of3Vjh8cpRtIy4718GmdR6b1sKeLS26cYsnDjaoKJepMcVoHUbrA8ZGYjzPrk7GQG/gsdiKWO4amp2Y2SWPLevq3LJ3lnuf7HL4fIOqH+EqDyFG2LlR8YOvn+eGPbP84b11nnhxlIWOw5pGzGg1phpIKoHCdwW+a2WcDc5J7UOLcoPtYdWaHOhxotPVLbUWY+trh7EtAYhik6+IgxjCCAaxoB9bcLdjQSuGXi9GRz0mqi1+6rsX+T+/r8PYCMzMaQ6ejEi0w97NiiQe4cXjrcaZpQv/pe3s8v7DRz730Z/7kb+5SsS/MYAvLjWRUv7oZ//iUx948eDZidEa7FmrmW75HDheoR8bYqkREwnLg4Df+KTHwePLvO01He68ts3ayZB2u0Jv4DMIPQaugx85hJ619zKAR5EkjO2yG8Wpp52QWn+kzC3RhgLcWcJIptJE2YSJ5xoCT1MJYupBzFhjwPrJFjPNLr/9eZevPjXO4lKNXVOCLWsEG9d4bFoj2L6hj+Mt84kHHU6crbF7rWSsLhmpJUg54PycwXckUoAxgjBy2LqmxZMktLqKpZZhZrHC7k0B77qzyae/7nFqxsd1IoRw0aZGFEuu377E1ve1+OozXf74q+M8farGxjHBZC2hFiQEnsB3BZ4rcR2Bo7CBsxR5TYbB3mTaYJ2WxAI+A3mcWElnffQU4GkcE8YW3L0EOpGkHUMv1MTdkE2TLe64bom3v6bLm29M8ESF+TkPhcPVOxwGocv8cpGTSPrnJq66fN0H77rr3eqn3tf+/Ur1bybj+TcCcGOWAPkPnnrisQ/s339iTa8PriOpBwZjNFXX0IkEnVjSjRU96dCMfD7xjQoPvNDmur0t3vc6WwU3MerT6/t0Bx5R5BLGLmHk5IFSHFsvO0oybSlJEkGiRaG1tSBXJcYytxSglHUdXKXxXI3vJVT8mHplwORoh17U4+v7DZ/8xghPvDjKmOeyb6Nh/bhk7YTHhinJprUhOzYu8cKpHp//5hQjymFqRNCoCRrViGY34cuPBdQ9gxAWWL2Bw9tuG/Clx21NTLOjmV1y2LSmzjte1eGJQ20OHvWo+bFNdgkXrav0Q6v1f/C1TXavn+UTD7R49MAoZ5YqrGsIRgJD1dMEjsZzsZaqtDeyZXLIyo90KtW0Lla4OAW6JQiIEkGUpMBOLGt3Y0EnwcY8YUit0uU9b1jkva9vcf3uhLXjDr1+nWbbI4pdwtiCux+6dHse7Z5LnEgqnuD08eNr7jOPfOC6G2/Xp863/mDbxsa3N8A7nSWOn+pycVr90EsHv/Hvzx1/cGKsGtEbdVnuxCSJPalSGlxlCCJBzbEnreu4dF3FuZbPhcerPL6/w6evavPu1/Z44219JkY9woHPIHYJI5cocnNHIE4UcSyJtSRJCoBrkzK3LmrKhDBpUGnrOBxH47kJvhdR8UPqlR4JPb72jORP7h/lxZMjiMhn25hh/ahhclQxNe6xblKyYSpiy7oWZ+fa/O4Xa8SDCps2CUbrDo0aNKoRwg1p9WqM1g1CCIyBKJaM+4pYx7Qjj3Y3YamlOD9X4YoddX7iu5b54J/6nJ6r4agovTEc4jigH0rWTfhcv6vFVTs6vHT6PJ/8RoV7nx7lQrNCzVfUPai5Bs8xuMpar0qmkqx0vTRgtL3pEi1IDMSJsP55IggTmyTqJZa1e4khjmJ0FDIRdHnT65b53te1uX1fzEjFIYxqLDXtihvFDmHkpi6NSz906PYdOj3rsS+2JKfOL/PskS+vGR8d/PvbbrkzNuGF/77UrTI+NvrtCfBo0GPXturbTxx98rcefOChhit6eG6A5yX4oSTyDFpbLpUidS1igycFQSIIlKCrPLqxw+wg4AuP13jwxS433dfhZ767zeVbWqwZVTSqDmHkEcYucezkILfgliRaoo205StG5Ol3y9walab4HSfG92JcFdLqRcy1Iv7zZwNOzo7xzMFRjPaYqAjWTBomRwQTDcXEqMvaCcm6iZiNU10mRpf46rOapw+MctUmwVhdUq9KGlVNrRIi3AG+7+Ao+/eNgSSR9AYOvX5ErAXtnqbdMSy2XKYXGty6p8MtVyzzifsCKosKR0YWkMYhTjzCSNIbuEyOBtyws8MNuzo8eccFTs9J/vDeUWaXq5xb8PGUpOYKvEyGSXvecyLPpAqWyWNjqwMjLRgk0I8h1AaSGOIIqQZsGOtx1VZ7PW68XNOoKOK4RrPtMYgKYEeRIowcwshhECn6oUOvr+gPCisSBI5p88g3vzGx2Kz+1qtuvWGp2+1+/q8Tk39tAP/8g4fYP75eXfjMH+4akS82rt2xxInzozQ7Vv85CjxHoL0CbEoaXCVwlcGLDX4iqCpBzxF0XZ9+7LIQVrn36REeOdCj5g/4+29usnkiZuuGHrde2cYRinrVQQgrV2xW0tZKG1NibgxCGpSwnrkhBhnz0knJU4cc7n6izktn6oRxlbqjmKoYxmuGsaqxPnjDYXzEYWJUsG48ZsNUj/VTSzz44oAP3b2G9aMOUw1o1BSNmqBejan4Ax45Yi+uW7OgMkYQxpLAUVy7u8fj+0dt4VMvYbnlMr/sMzM/xk+8ZYZz8ws8/twUrgREhAbiFECDUNLpOYzVA0YbNW7Z3eWOq7q87645Dp3VfOmJgCcOVThyokYsHAYDRTdSKCERQqwIPNOcgNHE2mC0xhUJI15IQMQt13XYvr7PpsmIH3jjgIqnqAWWZJptjzByiWOVEo5KHS2HMM4sXJWCPI2XYntNqhVFq1Ph7gebvHT66404PLPr7d/1g8okTydC3fDtA/D9Lx5g39613hfuffKHnzzU/40gPsbV231a3TrdviTRBilt9jHR9oQiTBrk2eXTVQI3MfiJIUgEtUTQd6CfOPQSh14S0G4n/PtPjGHiiLVTfa7Y0mdiJObdr+2xZU1IFIlUb0soMTep/pRSI6TgMw9UeOF4DeE4nL5Q5fxMlaCiGPEFozVDI9A0AqhXBCNVRaOuGKs7TIzC5GjM2ok+G9e0SMwyn/lmg16nxmWbDI2qol6V1CuaehDjuiFffTxg0JW4a+yk00yi1CqKN93U46FnNZ2BpNNLaHUdltsO0wtVLt9e5923t3jmpSqnF+soqYEo1csuUWLdpH4o6fQdmh2PeqVKrTLg8k19bt7T5+xsk1MXl3HchOdPOHz6G1WEUhbcYsXcVaMBe3GiMGHr2pjvfW2PyUbCnq2GtROQxC6DsE4c266pOHaIkiJ5FMeKKFFEaY1PGKvcBMiSSWFsVw0poRLYxpJKLWHD5AGu2j7xGzNnH+3O9a776Iljh8Idu/Z+ewB8ce4cT3fnd3cXzv72kReek63+Gl48LFkzmhD49qIKAUoJPLcU5GXJFWWIEoObWA0YJfbraiIItSFKBAMtGCQuA+0Sa5jrNPjGCxpDwl88ESFEYi+Sye6g1CyxXqCtSBQSqRRx5CC1YwNfH7ZPGWqupuprqj5UfUGtIqlXrBwaqUvGGjAxEjM1NmDDVJuEJf7znwc8vH8NOydgrJqyd1VSr8RUKyG1ao9KpYqvJEqmGhwrB6LIpd8T9AYJ7YGi09e0e9q2zNU8zs2M8OorBvyj75nhP37a4cyyjxAaYyJ0YmwAF0n6A1ujXe851AKPaiWg6lcJ/Ih6JeT6y0I8N+LGy2J+4HVdHBWnSSCNEGZYlKeSTmuJEBLfVYBHf+CwsOSQJJkUtGCOE0WcyDwGihKV+urKBqiRzJ2tzNJNEktCAvAdGJuUXLu7wkhd8dA3j8rRdet+e3Q8/mYc9V/868Dm/2eAP/rw7+NX5irNhYvv1N3z4vq9AXNL1jd1lD1rUoKipIVJQR5bkMcJqMTgJEUVXJykUb1O/WwtiLUh0hBrQaQlkZEk2iHSPklqe5UfeZZSgCNEejNBUDEEjiFQCb5rT3TgGSq+oOJJqhVJNXAswGuC0bpmvBEzMTpgzXiHDWsW+NDdmj++dy2bRxWTdU2jpqhXFbUqVCsJ9UrExQXN8Ys+gWdXKsgq/QT90GH7Os26yT6tvkevb1IWlyy3HeqVgHp1lB943SwnLk7z4c9vxJEOBk2iE3suYodBqOiFtiiqG0iqfYeK71LxE5ptG2N4boLrJLhugiNto4SUNp0v0sOWrlhdbEEuaOq0ylLbuCZJJFqr1IKV1rHSIgV5eqSWbZzINC9hs6ZhIogjYfMTuijvD2PBxYWAM9MBF+cjZp9+Wlxx1cI79121+fhHPvnHvR95z/e/sgCfqK7xTl5o/bNHn5/+Z6/dd0ZKswHXcWl1reWU2VFgEI5Okyvk2UOV3ghOIqwXqy3IkwRinX2dfi9Ls6eVctbLFXmgVNbcQJrJywJajZPWkLsqlUSOsb6xIwh8SeBJKr6iEijqFUm9ahipJYzWY8YbAybHumxZu8ATRwZ84oENjAU+a+uaRlVYcFcktUBTC2Lq1QFPHIbnD1XZNWVS3VukzXsDxY17DJdt6fHki6N0B4ZeP6HTc1KQu1SDCpVglPe8ZpHnj8zy+MF1YBRaJ5YIYkMcmbyepDdwqPYNlUAReBrfc/G9BN+xmWHXseUPSmm7BYu0ZREIg6DQc0VwLtLza0GutUgdKgvs7HWculYZsG2W1FqMSZy9tlnTOKHITxibOIoTaHcTTl+MObnYlHfeov5VZ2bMM+HYrwLhKwbwVmsgu73uL3/jCx/7p/d9c97zhMPVW2Mqvkuc2OxinFjnRAqrv0XajZNIk+vvRAucDNxJalnl2UcsO6cg12kmLktWGGMoZd6HVtwsVZ0ldGzJrbAAd0Rabmuzf76nCHxFxRdUK4J6xdCoJozUYkbrAyZGemyYWuLxwz1++WNrOXNulB2TmtEqNCqKWkVRC6AWJFSCCM/t0+wblLTFYlIW7yxjvSj2aFQiurGmO7D783T7Ce2upFlRVNs+gV9n27qIX/nhJv/645LHDq7FoNBGkySaOInTVLqiHyp6vqQyUASexPcMvqfwHY3rWr/fUSYtN7bXQaUyRQgz3KCbpvazGzJj9axuPnudpLaiZfjUZkwEsRalr+1znF/fgrR0AmFsS3DbPcMdVw/YPn7ew5v4+Ve/7S3u+8Pev3C9yl85nf9XBrgxSxjT+dVjB+//2c7SuWDDmM/h4wEjnk+iBUqBY6wGtoU+BqklShgLXmlIlEEl9mvLDtlrcnBbjxaMNgVbZx1sJpfbQwDPVol8pRDpaqGsm5OX2zoS35N4riLw7UiGim+oBZp6NaFRjRiph4w3emyYWubxQ13+9UcnOXxmnK3j1mGpVyS1qrTsXTFUg4RqEBElIX90Xx2pFK40KFHYhNpky7rLD75hiXueDmmHPt0U4J2eot1RNH2HwPPx3QZ7Nsf82x9Z4F9+VPDoi2vRRqadT5ootoVmg1AzCGy5q+8LAlfgezaz6Tkmz9g6SiOVJRcpDCJ7LjNEekKLc21BblfO7JoWhWtZYi3RoHMwixzQGXMX1zbFgTboxBLA5rUOl28aY6GpuDA3HZxdfvCfvPENrxXnZ1q/uHHtXy0J9FcG+H0PnwBjbnnp+fsrV21vE/VHcV3F7KLCd8mtQSlAS8sCUguMMrkE0dqC3IK6OLITkLVf6fSkGlOkmdNyZ8yK95XrewFC2vkhssTejpPVnUhcV9r6DU8Q+HbmSdVPqFUsuBu1kNFGj6nRJk8c6vLLfzDOS6cn2TQmmKiVpEngUAts/UoliKn4Ia474PzCGK6yBWTWliuCzCSRxLFi/ZghjiNaUUAvbQPr9RPafUmlqwg8F88NcJ0R9m6K+bf/YI5//hF4/MCaVB5oG5THScrkmoGvCUJJ31O5BHNdcB3y+nqlDI60STdLBCYvzFqBcQtusqRQiWQyQKffTxJITAr4ElMXX5evaXZd7QrsuvZcLrc9egN4/HCHy6OvVTy94RZp/uo77fyVAP7QA/exa7NT/eX/8OfeuYuaul9hYgR8T+YnRqXtU1IWckKlaXOlBVoaEiPSWgiTnjCzQoaYtECqJEdK/cerPaQoiqiktC1vGbiVtLO2C3kCgQu+p6kEhopv9XO1EtGohozWekyONXn6aJ9/+ftj7D89xYZRxVRNM1IR1ANJNVBUK4JKYG8Om+oPefygoNP3CBRputxq8KwJIdGCKHaoBYpbr2zzxEsNupGVKb1BQrenaPsK31N4rpfq51Eu36z5tR+b5Rd+Dx49uMYG21qnzdJFD+bAk/ietuyd1qa46c1tD1KZUsg4mWZ5Vwd5dt5Fnv20/rkFellKlou5crJaCe7S9STFCQh6ocD3DG+9RTLaiHnuiXs8Xf/O6le/+tXum970pr95gJvwBLgbRh998Eu/u2ujeY1rXISQVHxbYmpZougPhOJkZNo5Kd/9StgS1pwJLj0BOge2yZmb9M7PL4aw1pOQKbjTIiOVA9zalK5jmcxzwXM1gZcWWPkJlVRe1CsDRuo9xuotnjs24F/+/hjPn1rDulGHqapmpAK1QFCrKKoVRTVn74TAj6lX+zz4vMdyM2BsrEiTZ4DJgrUoUayZULzumg4PPqVtF02oSyCXBK4kcB1cx8NxKkipuXyz4QM/Nssv/J7h0cNriLRDlFUAJiZncj+SeXWh50gcJy3CkgLlZOeG/P1lN2EmVURWlUaREFp56NKzLsnKMkMXoC7Vv5SuZdZHGgmNHEBTCOKkwoU5TUL8mo1bT3zk1ru++ycffvrs8qtv+J/bFe5/GuBHT55ByIu/IJMX37thbA5pqgyiIluZM0NJcxYnR5ROQPmklLW1yNn7WzJ3eutnGblce8usgq7Q3VnFoM2mGts44drG4sDTBF5CJYipBhG1YEC92md8pMkzRwb8s9+b5LkTa1kz6rKmmjBSNSm4U/YOJBXfsn/gx1T9kFgPaIc+QkncjMHz8yHSuMJaalHkUvP6tlwgDBjLQN5P6HqWwX1P4joOrpNtQGvYt83wwZ+c4f/6Hc2jh9YSaYdBIggTnbK4IIg0vmvwXIHn6HT1kmlfq13R7PkRuaSTpfgFRHFjlmOdFeDOSahETJew9crnUq4CAVILEp2QJPa9L7cFYZhwZnqatXP+e/de8djxcBD9879RBj999jxbNm3Y+qv/6b9ctal+ksmGT5Ro+qFdtgqADdc7WICL9CSQg9lG54UvqodOnCgxReGhF1a3KVi7HFRmy22aRFJpMOU4tsDLTYuQsurBwE1S3RxRCQaMNbqM1No8fjDmFz80ybMn1jI14jBVSRgJDPUU3JXA2okZuCt+QuDFNGohB08ZHnimhiclrrKdNeW9brLAOUoUsXa48/qIXTs6HD9TYaoK/dDYY5DQ7acs7Cgcx02dJ+tdX7kVfu3H5/nnv6f55ktT9KMKg0QSxoZqbCWL72JB7mSrl857W6VK8hUuG9GR1Y8XIOcSvVKAvEQ8Q6vtMJhzrX3J/1MyB0TWoGGBpI0hDA29SEB8iqT5yFWvfs0/2To7e/H0mjXr//oBPj83Tb3W2PbiC0/9pyr67UeO11HbFRVP4yrLStlj+K4XK2SGGJIsRcCSBZIrWX8VBrHckv+tIXALg1SZLWjBYPs57eE5GtfV+K7G92xzReCHVIMB4yNdltpdHnoRfu1P1vHCsUkmU3CPVgz1iqAWiNwrt86LtuztWYBX/AFhktDvBQTK3mRSlJb+7GbXIg00HavlnQGD9IIWANd4XoLnOriuxFEKJd0c4Ai4ervg135yiX//pzGPHprgQrNBvyYZTQz12BCkEwd8N637cTInxeTsnUmVDOD5+03fdBnnuSZPL0pxrcwwmw8xe4nttcmvrS5d0/z2F4DRlgQSmGxI1tQkR47zdhE8nlxz1b5/cuH8hVMbNm746wV4t3WKZFC5ubV44J2j7nEmt3kEnsZxDH75zaYRdzGMSpQ+rMiDxpzRKYKUrBh/NYBnn76sCrOLICgHS6Ual6xZOS2LdR2Nl5fHWnD7Xgru8Q5zSz0+8EdVPv/YFPOdMaZGJFNBCu7A6u5qGlhWfEnVNymDW+0d+CEQcv9zHkuRx4TPUD02gqFzkSS2+aHhO7z2ui6PHw5pRz4jaWNvP9R4A1ur7jkynzSgpIuQNkGDgb2bJf/xZ1p86fEev/oHazk3P0Zv1GHUE9RjTTUGP7Kjlz1lBxq5WaApRR4EZ8/lQL18YwpR0szZNc7IJ2PtS8C+Um6uIjnL1zv9OsNTogXHzwkOnjzMa3oT70RW/6jb7Z36H8Xt/xDA47iFUvXLOvNf/cdTwTe4fAcMwriU7cp0dKafRX4RyxKjYO8SuI3Il7JyciH7oHlQWeLv1HGzLk2aas5cAJUBXBk7giLN3tnezgTPTfDcmMCL8L2IeqWH43R58PmEj3y5wd0PryHUDdY0BJOBlSXWAsx8cpUeImXuMntHOM6ARw6M0g0d1lez97OSwdNAU0uiWBG4ilsu7xFrC/BeJOhnbkhoR665TmZxqhSINvtowSaYHBW8964Odf8Cf/DlHg8dmGA6qtANJI3YUHOMBbmTxiEqzSArk4I8O4eiqB2XIClYfOWOgmVwYswQSC+VLpcGpkO/QxGTFR1H2f8vaA0khz//PFObtv/jH3znnc+22u2jjfpf3gX0lwI86R/ndz7+ABNjYxvOXTxxx9rqOd54ncdyu0Fv4BDFjl1qtUAnMvVBhWXlHOQi9031Kto6B/oKXWaMWDVFmTUtFNIky8rZikElSQdT6py5XWVrMXw3wvMiAjekWu3jeV3+5F6HX//vazg+N47rB6yrC8b9hIZvqPlQSzvsK77NdgZpQsjWryTpSmDlyXwroRN6eErhSZMHmNn7txcyDTTT1HYYu1TcPutGeyx36/QikY5bs7GC6yapzZcOPpIq96+LwNVWPr799g43XjHHr/1hnz/+6hSLcY2u71JzJQ3H1uD4DniKvBnCyZI+6conc6lSZDiHNPkKUT4M9KzBufiefhmwr/acJYuy5FCYCFqRYKEXc/sVJ9k28sIds2fkhn5v8egzL57h+n1b/r8BPIwSfvqHb9p2/tRLH/r1393P7zxWJ1BLvOGmiFanSq9vW5OitKIs0RKdCBIjckAPM/swq2c1JCZn61KZ6yqP/ITLcmCSAlyadG5hmbmTFOQxnmMlie8N8N0ep2ZiPvylGp/75gQnZsZoVF3GAxjzE+q+SVPvGbhlCm6ZJ4WCVHv7nr1xGrUBn33E4ejpCoESNmOYB90FyvMxDsbq8Ch22LsV3npjm498ZYJO1aER2UlRfpjGDUrjOOmUL0UJ5G6JUu2qsGVS8ovf3+Wq7ef4vbvHOTE9wmJcoes61JSgmgLdk8beOKnLlK9+2XnN7ENIZ0Rm8B6+QOW4P5coZRZnJWOXjIaS4ZABO9K2m6gXW3Av92PedssM//f7F3j0wIssJTd8aN/eV79ZdNp/qVT5lgBvt0OCmsu933h80/2PvrTz0w8uc35ujH/9EXDUPN9xQ4TvVen1/bRP0skrzbLiHF0Cucl6I3UhVTL2zi58wQhlyjZDOjADdjZDRcoM4Dp1TTL2TnCd2HbuODG+P8BzBrSTkN/+lMcffGkd5xdG0arC+Ihi3DOMeJpqytzVPH0v0zqVVJqk3nkObs9mLwdRyNFzPp3QZ8xPXZws6ZQxYHYjm1JNSuTQqDls3xSi/D7tsE7PE1TSyVFeKq/cVKI4mesh1MsEr4qpkS4/8fYu77xzmj/4UosPf2aC+V6NnhMQOIqqI6gogx8by+bSShVHFuUNWXZzJZPDKnKlhPnVdHVmJBSOWhnctkLUgtv2f7ZjQSuEOOrznTfP8IEfXWTHOgfBMbzGoztHXLFp5xW3nTImRoiXh/G3BHivM4eralPrJyqfeun5I+64N8pgTHFk2uEXPwT//qdnuevaFlIkKOXjxEleJ6xLpZa5TNErGJziOS/XHNLcmd1YOrlp5ZvKUsyiDG47s1DJdK6KSvDciMAL8dyQZj/kkRckf3Jvg898c4J+UsfzPCY8wainqXmGqm+oegW4A1/i+xI/lSY2MZQ6EynAPddmPk9eNDz0dJUwcvFr5pIAM3sUjGXPTxgpXNfhdTe2+cTXOhw+V6MX2HkvA9fgxeBGGjfUKCXT4aMCKWQx3KcEnETb/tSq77B2tMf/9Z4ul28Z8Mf31nnq4AhzvRp95eG6DoEjqEjw0z5ZN7NXpS2QywvWshkrK4Ge/WdFwGhfiksYXK9g8MQUdSxhBu5E0I0TRNTljdfP8e9+fJFNk1Wm50aIoxonXjrjqtqbPoXXuiYcdOb+ygw+3xuRJ88fvfnk4W+ObJ4y9HrgiAQlPI5enOLnf9vwWz83wy1XdBBC40iPSDrEiTPM4qaoQLOAziSJyD989nrlw55Ig8yAnqeUdV7uaXW3wVGJBbhKcjniOBHNTsTDLwo+9pUG9z4zwmKzjqwE1CuKUdfQ8Gynf9UzVDxS1rbMXfElgacIPEHgkVbo6RTcGt+1+ls5A46cg/PNwCZWUn07nDgp6mdsH2RaZqolYeiwtiG4bHOP/WdiupGbDtcBL7RNIa5KUomSJWpArujMyQP+1IaMElsf/r2v6/HGm5b4+rNtPv7VBk8dbLDQrtKUHh3PwVMCTwp8ie3hlAZHmLyWRworXUQp95Bhu8zmQzHUSibP3KP0e4m2tSuJhlAL+hp6CYRxjAh7vPrqOX7jpxfYPFVjdmGUxVad6fkah0/BqcWvjfy9t95+8/adu77Ctxge9K0ZvHXRb3f173z+gVO1ftM2B4xWDGGi6dU9Dp0Z40Nf7HLNniUqgSjAliQkibJd7Xl3u8BoOcTeQwB/md1UhDD5c7lAX8oM2Dp9TlAywcvcDBkx14558GmHLz9c5/MPjTDbqiGCALfu0nBgxLWdPBWXVHZAxRPpIdOS01R3e7ZGIigD3InxvJjACzEm4v5nfE5frDA5LnClTnWsKBJfOQoyazQrOVX0Bi5b1wped12Xzz0W0olcepEgcG2/qhfDIDKlVUrlfjVCDskUe8iiUUFbv73iD/jeu3p8x40L/MU323zp4SoPvlBntlmlJzx6noPjKhwhcKXAlRJXmFRqGRSiJA3LKf3VHzl7lwGOGGLu2EBkYKBt91aSxBD3GfNa/OTbltm50WV2rkarW6HZ9hmEig1rIvzK0Zrvvfp3lhdmLwd6/9MAb3cTwnDwfYfu2T+adAcIJJXAkBgIE8NyBN2qx92PNvih/S2+48Y+WoOQGpU4+VhibWQObNvpLgopksmS1YA9ZAmaEsB1agdq+7dSOeI5EUEQ0R8kHD4Ppy4oPnnfCF95qsHsUg3cAKfhUlWSumuoO5qKa6i4ELgW3IFrZxLaMlNZOkT6c5OCXOcg91zbnnb8gmb/SR9cN13mTSlFP2RBDCU6kqx+OrHjnPdtH3DFpg6HzlfpBYJqLPAjw0CRWns6HydtA83Mgiy0Ss6UqRWptUqnD9j5JJXKgPe/acDbbl3mnqc7/NnXqpy6EHDofJVw2Sf2HfqOg1TSpvMBJ33OmFymnVIiy0d8K4Cn1zlJTYUklVJx6dA6AR2DDpFxj1uvb/PmWyJ6nRH6oU+769PqeHT6CpAsLSYcOXIM369+K45+eYB3O20RRtE/On785OiuTT6dnqY30Lgqpt2zs/4M0G4r/vtXK7z2xiVcJ0wBaPfP0fn4BkHR5S4KlklZfHXWNnlAaV9nHSh2dqGSCb5vJ6nGScL0Atz3DYfj5yo88ESF80sVjl+oge+jqg6Bo6g5hpqjrYvgpoPzXTuuzYI4O2R6qBTgpJo7Bbeb4LuWve2NFXJyDg6equLKYXswlyiUanPy7G3qpOisr9Hliq09LlvT5cUTMd3YpR4JBg54sZ0JqEoAl1IgpBxichgO3nIZlPVOJooocRm4Ho1KyA++YcDtV7U4v9Ti/ic9Tpz1ueeZKhcWApKei5YOkacQUtqVQqR/jzTjiRj6fCsWqjS3UbqpczY3qdtiQCdgYtAR6BBPhvzQmzuM1DXtFigh6Ycuc02XZlvS7QvaPQevcmzyLW973z9emLvwwYmpDat6by8L8HjxE+hEs2XiJPPSo1axrf+jdcXoSJem6DB3MCIZxJy6qDDS4MkQgQWfNjEmBbg2WZe7GGLw/CSs6HwVOTNkR9ZiZfW16ydEieHEWcH+E4r7nqjy4kmPAycrtAY+g9AH10M1XHwlqCqoOppKyQf2naxOIyubtXXhfipLPE/heTK9AUyhvd0kHbpvdX7gRRgdMrMoGRgfx5F40uCUbLYVBJ6DPDHD/Y5h7CJwmBoPkapPJ3LpOsI6HVFRMOYoPZSBlKIUxWbDjhDp+c9kULqTRSJxE5WPn+gOPNaNhWxZG3H9jgG9sMffP9nkxVMe9z0esP9kwIkzAVGswFcYqdBClj6cTP92mcZLPnk5D5+nprNnDSaxh86eI6SI2bY+wQ0SAtPh/MkKzx+dYLkt6PXTmvdQc+8jc7UTSw++V0r1wf8pBv/qPffx1OFFdeHCY2K5OWDzhKQ3UGhjT+q2DQPe/roLHD7d56uPuyz3oNVRmCChUg0xRoK2nQ5xZOeU5MElItXel97uOVtLg+Ok4JaaKDR0+xb4p85J/vRen26keO5AwLGzPvMdj0HigeOBclENhScFFQVVZQgUdpyZSguPlGVtzxU26VEGtyvxUlnie+B7pK6JTZm7jsZz4zQjGlEJQmaXEu57tE6z7TM2InBSL16WcLDq8q1LAaGWDAaKyQnFG2/tc89TPc40a/RcaWWKY4ckuVHmWaceu0zyPYyKWScy/xvaOKW/YYHuJYrEUcSusmMfItdaqW5EzYu4fV/MLZcPeMcdfY6clTx/0KUXKv74vionp10Qkm7PIQlVXl1nnLIoF0PXNa+Hzd4UOj8BIjYInW5CYDSVakytEhMn8BcP+HzlsYAXTwQkfcOONQOUtFnvXl+zYV2fmjokrr/qZvXYI1+Pb33V6/7HAG5nVoz/9ukz1atrfoLnGqpBiKMMlSBm3XjI+inDHdd1eftrDe/5pTHu+qlJbrg84ntf37etZwlMjWiu3RdRC4wdn2ZEXsewijDJh/M0u4LnX3BZaNmqvScOunzxmwH9SNGPFBenPbRwiIyLFi44DsJ3cKTEU4JAGuvxKvCVwVfG1oA7qefrFMztZX2ZObhV2qMpcvb2XI3nZQVaSc7enhehVMg3nlV87rE6ynOs3Takv1+ewTMv3OpwO3ah33d52209Pv9Iiz++f4ROHFBLdbib6fAoS8qYvFtIiOxOysrQZEnrlwCu0+53xzK56yhix8GJEwt0laCUHaQ/FsTctifm1j0RRgx4911d+pHNLn7hmz5PHvSo+IL5luL5Fz1aXZmqJMHLqPKc1Y2xrYHXXhsxOWrLZHWi+d7v6HPD5TFLTcnPfnCMC0t1RDDK5lGBYxIqvilmLpqAmnKvrtdGf1trfuJ/iMGNXgAx3jj43J/vuWHPQKFj6tUkT2pU/JBqpYcQlhED1xCGisMnfY6dDfji/bY+wCSGkTHNzVeH1CvpyLZvlaJMlzgpBcsdxVP7PVpNhXQkAy0ZGMcyk3Cwc4EdhHSQUuJKQaCsl+tLjSfBUymYVTGjz4JcFA0Pjm0EyBqPy+C2DJ+W1boZgyelI8Z3IowJOT/vEQ4C/BGJl6a9VVqVN5TFvKR8WJRALkm0IoxcxuqKzZMhnujTi316saDi2CGYWQ1JltBSslzeKvO/Zf9GGv9oXWRPtS51xsu0ojFJ8wYq3XQgJooTVGTHTDgqQaqYTZM6XTE0l2/pE5oe0tE0m4Kn9jssdyUqUywlgK+86sLY5odaYLjl6oiRMY1J7C9WHXBcw7OHPPqRINQCaWBpIHBbgvrAkk7gwtGzMN/qK2+ivefHfvDtjYtzy631U6PfGuDHTi0iROuDp84/e9e29cdxVBUMadIkphKEVIMejVqXmUX4pd8b5cDJAOM5xELSzD6NhNay4OIDtRKwV3W606fsrhcYIdDZVCDSmlOhiiBHSpSwM/d8aVPOnjTpFiQmHyaUMV4GbtexHfV26z1ycNu2Lrsliu8JPIe8xNQyeMrijt0TyHViXDfC9yPOzmv+8J4aOB6uFEWAmcsTcQmDl73hbEioBZsdqhNGLj/wxh5/8WCPAzN1OolLNbab0toqQFN04qgsJ0DuUefnMlspMhcrZ3FBkgI9TiSOo3ATOy/FTYFuE2eJtWCVtWBtcK/TwUEJjjAIkzBZ1XznqwzIJLd1Edn+Gatc88xYMICWmFgVP4rtNpKXb4v51X+4zC/9rmJ6yWPRKMJEMRJBkF5TgGR2ie1799+1tHjtB6WOf+ovZfCP/ulDSCG9Y6eX+D/evsw1m7vEWln3QsZAxCAKee6Y5jc/M8qf3TPCwLiWVYVcMRJMkKy8qpewdhngxTKbBS9CyrwFTQnwhE0re8JKAUdSes6aakuFRA6lOSgW5J5TdNUXAJe5bPE9k7e0eZ4uDc6JcVP29pwIKUNOTwvmWgHCcfAlQ/IkT8+XkiJlXzhj8LI+jhM742+iMWDruh6Hpgf0Eod+An5ix9u5carDY3JnqTiNaqhTIXcyjCzmyZRHPiQaJ9EkSqKcbPtylRarZUOCysDWKJFNxtK5dSuEueTI34FYceHNavLFvtFiQGrMe9/QR7HAf/l0wsnpiOagSrvnIYVCCtvEvG9Hm1t3nOT8sfs8Y5JL/sVLAL5vw2lAcMfuNlds7XNypk8Updtqx5rnDjk8c7jKPc9WOX6uAq4HUlnpMDTz7uU+xEqMi3ST14yBMgsqHfcgwBHYhINIQZtKgOx1/j1VjIIrHAdb9+wpYcE+BG5pn70M6FnwSb49oZc2SWQSxXWsPvW8iJiILz1SYWaugjui8Mo1HGUHZeXZGCo6EiuCQEV/YCfYvuVVHR55oU8rDug6DpVYE6bpdCWLgqis4MwCLftLWaApGCpu0ulMFQOJsn/T0YJYCZxEprvY2bKHDOgFwM0Q0GXJ5ZIrAQ7DA4X+EjhkN4Kt7TfIxEGphPe/KeL2q+e475kWTx4JeOFAhTC2Hn0YC46ecfhPn6py857pdHLxtwD47Nk/Qcjqq3uL99148sw8H/5SjS886NEPJVIKIi04ed5jcdmDwLGHLKSDyPXmKr5oKbIsF05lkk2mr7NEgsICO5vdkYE9GxaUvc7qJhwp8lEIZWDnc1CUHcLvrAbwLODMdLeTyRKT6u3hWnLPjfDckOmm5pljFXA8nFSeOKUCpSzbJ1Yg3JYqlDpbsrELWdYxUUSRy3W7BkyM9mguVenGiqoCN7afRSV2poyKygDHgjz/Q3JF00lWe59mmJUm0QJXCxIlSZQmUYI4BXlcKl7LyiFk5hBloE6DXSEMkuwmy8BdZKKtTVZuYS6Du3iRZ6qFRsaaMPLYPBXzk38v4nuW25y+0CXS9sbuRYI/u3+Eh/cLnj7VuPHH3veaV3/4E599+Mfe+87VAf7Eiz6uq77zkaeq197zRJ1nj9fpdJwi4yjSGG9M5LJBUBTkKIq795KCnBTgZX7J/W4KMEiZAf3SOohsYGcmATKwZyC3DJ51qlhZovLulQLYWfOtZe9UczvkejuzBC1jF+B28+rECEHE3d/0eeTFOtJ38KSw87fzCsKija7I9K3MZg7X6VhPXJFoRa/vcuuVPd56e5sP310nTHw6iSRI7F45jiyqFXOZImUJYJTO9GpMDtqRxdAlpS2LZ+BWAkfalbuwPUsgHyqZWMneZqgwK5MeZTCsJPRhSTNcmjEINa2OtWj3binXoAsuWxfz+NULtOP11+5YE31nMm4eXpXBz507z8hI7Y2f+Yuvf/+Dj8TMzo6zriJJAlufG+V9dSJ/I7KUkMkAW74rxdAHuPRnWaay/HUGCFWqecjLN0XWtbMS6KQMTt6GNcTiaTeMq4bBbccprGDutGfTS9vbXCdrOIhLR0RIxJ/d3yAxPirPXpYDzKKvMXM2hjQ45SbstOoytQttsOkgcPne13b5oy8NWNYRvSSglwjcmJzFpTTIuKgDsnbhytojWbImxXANtpMOW0rr1xPHpKP0JIk0SKWJpUwdG1kAusTiOYOXGDgjr5XVh5QkS/l2F0M4KUBeribNbtSsjj4rQ9i+VtHsxjhaf//efW94YG724j1TaWNyDvBBGNHthruiQWfniNdizwaXdi+hF9qNh8IkG9tF3ns3zEmrJzTKv7OyOKdI8ZpLAF5+VuVlPwN3/rqY7ZH5oyoFt1Irht2kwHaUKJyU3A60Hfe2MdmkzF0EmE6JvX035JljkqMXAoxyUVLiSW0llShLlEKAXyLX0iNrBila/kTuqESxy84NEVfs6PDYkQqR8ujFgkCCmxicWFg5J9IunDiVCEgEmuE/KVjZSlge3ZG5K0qbVKqkN2wirPZOR0Bn7G2BLksAL9oHy/KkyEpnF/3S3PVKFl8NO/mKl3n5sWIQK/p9h1bXY7GZcFmtv9PowS6jo3suYfBet4nRIZ4Ts3bCpx8Ku41f37ZOhYnJ928pmkuH30wZ9KveAC8L8NKSPgT04UAqdyckKCGK7nlB3umSMXm272V5++8M4OXhP7bbnhzYebYyZ+4k3S48DS6dCEPEp++vsrBQQfgOngR35Y24WoA55IMX/YflOu7cm9aKKHKYHJd8z+vaPHOswSAJ6CqPSmK1eFbOqiQpuLO1QqeeeFaYa1mcFXpcZ/MeS5OoHE0qlbIVyTZvK53VAsk8yWRXDIZYvAzoorWwBGpheBkefNlH+cbUOmvzU/QHDu2uw2LbYWEppjHXZ2Z2gXAwyP/fHODzpz+DUoIxt8vlO1zOTNvNQRNtLSAnLsYZ6/KIhxLQh/C+omthNRYfLtIxl7B3eXimyAEuchYfYnBVPBdyRaKcYYB76eStDNw24ZOydp6K1+nrZOhwlO3cOXAaPnVvnYH0UFKl2cvhmSwrM5grL2oeemUXruSm6JTB48TBTxy+5w19PvaVLi+cqBApl66UeIlO3SOBTEx+rmzgJ/KyB/vQ6d8a3reozOQFuO1kX0dnUlAjk2zERDFy2ToqckiLZ4DOthEvAJ8Cuxxkipc/J3nzCyUCyFv8MoDbrVHaPcXcouDkecP+ky/xpQfPUN4L1QF45sAJluT26rb4l7avHT1JxQ+4OD+KNlbrGWMDSWcI4GaYyVe8qfJjKEouf7gssFyNyUvPGaiHmLw87qA0/qA8tclxsk1eU+2tVoA7S9+7WWOytjND8haxrKczTo8I5YYcPe/QDj1QTipPzIry2EtXpyEXpaSHzUovPO3GKRI/DjVXsGdjnxeOhiTap6c9gsTWbDupBlfCbjpgE0vZldBkQWbB5KLIcKb1ME462DRrhlbpsEybMbWMnWiTn+9s7HIsi/nrw4EmQ3p8mL1FDvCVN/5wR1B5EsOwlVoesC8lxEnEgbNdZrt9XnXT+PY/+PWfr37kv76nK8QeC/CTpy/ie603fO74jl84dPgwVa/PqfM+SeSlOraY412Mvl1Z/mjfncnf6aWPlW1OQ6CmDG4xDPASuMtj2YaeVTFkU5ZkSXkXY1eReuEW3BbAxVAgtyxPyuyt0r5OL2Sxrfmvf15noRcgfNfKE1kEvtnohfLnevmll7xH1egSU2XbIaZ13I2qw0+/q83Xn2mwMPAIpUNPSry0h7IY+ZDFM6LkRug8N2HQKbg1BrnCWREpg5s8SM/ArjJQ5wVkGYsXABfZz7BdVytlyvD1N6ufmIwky+UM6XnJtjnM6uczwFc8ze6tfYzbxHEHfNebrvkFkqceDnvdv8gZ/KUXj1CteDz5/DwPPjnBxEjAhjHNSLUYHG81YpEJ07mrks2aK+6+8lJTMPcqQL+EucWqQaaUZRYXKYuXAK6K8WOqBGpHSpxUkjg5wDPNrfOg0nV0Dm437eUsOvItuF0V4Xkhn7zf5aXjFZAuUkr8bFyFKLGZKPVhiqIbfVVwlxM+pXYznTJ5lDjEscu+nV3efnuLj30lQDs+PenhS5EnfZQURCJLMF3K5KLM5OV+2FJNjFagjF0VtBEW3KpwrJIU6FKKNLAt/PcM9EVpQgFwWcaAMNhpK8MsWO7wAobHjuStbdn8cVlsg6IMI3WXt908iu828aJZjh86gtH9QqJsWlMl8H32bA4YLEl8H1vvkVpdRpv87skGl+eD6YfmnFjAZ1e0LFXyjvJSX18O8peRJhng8zkdfxnA84GSYkWiJwO4sXOyUyniqsItcUvDgQrNbdnbdezUqqWm5gvfqDPf9CFwV8iTl5colD5v+cZf1bYr1YjrVKJEscNYQ/Fdd3X5/CN9Fjo+oXLoJTK1J1PACVEArqx3U2CbbM62AZ2zeWH/KpPqcCVwTDbX3T4nqhTcS0OS/k0hCtAPW4VZI0Qxv8X64ZnNPJwTyPIkl8YH5YK0bLREsYu1ENAPJfPLHjrx2bBpirXrx4hju/OJc+7McUZHx7Y9++zT/+j4kUW2baxiTJYAAJ3Onk601VyJBpkCXclLWbzwyUsAH/LAxaXyRJB3hsiVbJ6BeOh1WZ6IosMlZW1VBrYq9qJ3MuZWJea+hMGzcRPFyAlH2czlyVOCI6cDND5CWvfEEUXpwLCDIkquRrFslWtRCiYXJXmSycBi/EacOGAc9m4N2bm+z8KhCibxLIsnVqY4JRenSKCJIXDZrQJlscqalM1NySeXIrcOy7GNSrOHuiQXk+y1zsAtUi1eZvGsSdki+GW78csrW0maZMOAdLpjRKxFuklZAfgsSA4jj+nlGW6q7/5H11xzy3NHjh475VSDAVJ01q2b6L9x8+QcNb9ObwD9AYSRIYyE3SIjtpFynNhlybKNuXRoZkmEm0skiijYvGQJFhehJFGyOd9leVKSKTm4ZWYXpsyd++DlI93SWpXBXQJ5ul+9q1LWTtlbpV87ToRSEV96rM7R+Qp4hTwpuydiBXuvHBexmkxZuUWIyRm86IxPtCIMHXZMhrzl1i5PHqiCdokTq8XdJB3ymQxLpQJgpkBTGnhmI9HK4/SMEWiZvk7JS8vssOc+SVcMC+xybGQJKAP70NzIwipboccz2h52lS4tRCMHc5yIdPc2CGOL0UGYjbhLODc7zcad8Ru3tQfrmu3klCOF/Rd9V7N2IqRWDWl1Fc2OotOz/W8yFKWKMdstniQgS8tYPlAxBfKqTsoK96Q83LEcYBYWYSFRsq+LmSAleaJEyS5MQZ3OJyy27eBSYDvFgKB8xJujU5DHVp6oiEo15LHDir/4Ro1e34OqgyMFrhiWJisDzPJKtSrAYVh/r7AMy754FDuM1B3ecWefrzzS5YnDHqbm0kv8tMIyK067VAMX4C5AboYkgi5uMGXZPJFWj2cAT2QpHssDTVHS4aIU6A7HVeVsdRkDw9ZSKSah2EUii/fiFNxxIogiuztbP0x3puvHtLuaTk8zt5wwCHWqPDSOMQO08ZAyZM1Yh7UyYWG5wrQKwDil4T3kS1w6IpNEC4SxH7AY5HPpsjNsEw5f+OJOH5YmOYNnQC8BW5akiczS9LIUEKly2axtf8tGKDvpJkyOGga6m7O1PZSyAabnhURhwlcerXLgTBVcFyFVXrarMsaUBYutVkU45KiUWZuUGPSlXnh2ZHZhGDpcviXmTa/q8PypCoPYI5EuPa3wEor3khNFqb5jBcjNiveCym42jVYCla3KUmBUSma6AHpxLUqzDPUK/S2GAb8S1y9nEQ7FJpnmzjYJTpk7G0za7ScstRJmlgzzbej2oR/GDMKQQRjivPD8HyCkQzRYot1aot0PaHgRjZqi3VW4ShA5Vu8YJfJZghkgdeqfDlmF38ImXF2DF/9ema1zy1BeCvSyF65yxs4AXkxOzSVKCm4748/kTO3kz8VrNw0uHRXheyEvnhbc80iVbs+DmosUWeVguSZmlSxm6bOVL2lWi2KvaLG51lDSp9yQnBZghZFLvR7yptsGfP7BPs+f8MHx6GuJl2lxDVFSZIGFAJGQB/ckZbAXwDbGrny5dJGWzbNVJU+upaDLrFulRT6Myd7gYsXnH44Fhlj8WwKcoSxrti1httVknBjixDYgt/oGVQnZOtmj04l48rl7OH7qMaI4xvl3H6kgpaDbH2dmqUqzn3DNjpg332Q74cmtuhRY2mBkdgsaRMri+ZYUL1vMXv6AK6VJOcAU+TYkwxo8DS5VMeJ3JWvb6Val1055Png2MjgFd3q42RTatMDfUbE9nAjXjYhNwt0PV3joxUpeHuxl8kQMB5e5M0jx2S4tBi9d1LL7RFbOSt6MnBiRB5oZ0Ad9lzv2dXnLq7u8dDogjl2MUPSEg5sU70ckBYtf+jaGmbw8xF6pjLktm9uv7Q55mQ7PgC5Th8Uyd6HLhSw7OWIFg5shyZa9HkrymJRIh7a5yYYFDY9fFkKwYRLe9Ko+V+3ULDWrhIlEGzvhwblxj4+Ukn5fstTURLFdgheWFbWgCAyGvGqZO37pqbJ3/apNO6tIlAzQRaAphuSJKLG2yFl7tTR96VCmxOQmZe/0yJg7Y3JVBnaSOyfWMbHPSkV4bsRzpySfur8OeCBdhFC4eXLH5MVVKx2gLGi2/xUl7i6uaNlRydnKZJPANDqxrXs2Ra3y9L0xDt/72h73PdrnqeN2kkCkFd1EpAVf6U2XZLZcUZVXXI30yhljWbwM9PRQKei1tParNBbYRpcyy6YUYGavdZmwzBCZlZ2UMpOXE4TDLE6xQYIZPsDOs6kGLtOza5mdFwxCgybATt01ODdcHiKEJEkiWi1Yarkk6QfI96MsA7cUABoNRhqEEZRHeb8cwLMPllXZDQWaosTaGYsPSZNymn74udiOI2PxYneHjMWddJeHnLVLz06mv1Wmv2NcNyZKYh54osL+YxVwXZA2uPRK1mBRTrDK8jzEmsP8aUov8gaIcmaxXF2YSLRKs5uJwyB0uXJnnztutizeSyyLD4RHX9tt0fPAL8kkgsH2Dw6D3K64w7tFZwxulEGm/rgxOtXl9lpLI3IWzwEuh8+HXiE/h0tgX95gWnVmfAnUZXlrDLQ6hgMnNImGhWaCUALP1xhtcA6cWyKMFWtHe1y5uU+vP8ZSKyCMBJ2+3QM9Tky6n2XxJqSw1pFINWRxAw7DvNDc2WqQWVci14UZoPOgckielKyo0o5l+R48Jd1dgL0Aecbc2bxwJwd1MYFWOSWApxLFcyKOXhR8/Ct1BpELVTeVJ+StaWooc1i+iOXlitWvpBkGevmiZsmNl9fiDjVf8kNv6nL3QzUOn7c3X6IV3UTZKsMkTf5k5zlJx3JQDjqHws082JQlQKlUo0tjUuZOD5MeqQySRqRSpQT48o0uhhl8pYlSpoGVlmGZYKVIJWhiz1FvYCeuhVHMYhea4YDbr+6wfYOiH4L61//qd9YuLFf/3X0Pn9+LkWxZJ6hXNGONEGPgwpxDt69JkmzUVunN5Be0YN7yobLXUhSyYyhQTDOPpWep5JDllz+rwgJUQz2XpdeOThk7877L4C70tztUTJXu/uBEeTOD64QkMuRjX6zyR/eMgu+DClDKoarszBVPmbwy0c2anNPWuCKTemmGtSjrXSmxKA3xL+IIIUGqcruYfS2MZvO6kPPzkqf3e8RCglBooRDCltJeYsOW5UFBP6ustcVKk7ssQ/JlWLtntvBwe1xWZ7NKrMGwjr4EzCt/VnpPuTSSVracmYm4sAC9AcTAzfskd10jueHaO9fddNNbv+YsL50bHa8O3rx3Y4WKV0WIDtvWLzLQXf70wSkWZwQjVds4UN4OL78bS9JjlXM0lMXLZUhGcCXNXXjfK1hbDr/OdyHIazAy9i5YO9+fZwjc2XYmZoUkySoFM/aOcJ2IIxckn/h6FaQD0rJ33rlf7iYqv1dWMFaZubIvVoJlCAjlPY+sPeakU3mzQaY6USQq1eKJw3te1+VzD1Q5eM4FGWKEZKBdeqk8yX35JIViMsSROTgtyExJLqUaHFKJkj2bPNNoNbhBaktkOtXhJr2m2qyQa6JIfuUL20qp8jK6pWw7Kgn1imHb+pipqUX+8+cCkrDCzjWQdF2e2g+h7L95cun0qHPZpmW6Y8tsrLcYa2hGG0s8emjAnz/a4MWDPlvGElwpILDNAkPzPkpv6BIuEOXnsk0k8mX8kuKqFVkxNQRws0J7D4O7vKva8AZUJpcmbjp62HHSYfmZ361iO345lSeJivniwzUOHi20txTSet95B83wDbkyg1lmzZXXbSg1nQGqzGL60hJRJ9sDSRatWmHkcPmuAW97dYfjn/AJEzvdIE4cuoh0GqzJ3QyJIcov2jDIi/eVgjx9VsZgZBZwkgeaNveRpvgFaGllitarSJTSSqJL52oIJyve1kpjoszermOoVjSTo5p9uwwTYzN89pEKTx2coNV3CFRM3+2xbl0XZ7SREKgeS3PnefKow33Pedz//AYCAjY1bCNAeVJ/AczVouFSSCWG2X4o0EAMg1kMgyRvckgzZmWgFwxeFOHn4JYlBs+PYpe1LPWeb3EiNY7MhubbSbWuG3HiouK/fbZBX7opgzulrvmsi8gMuwQ5U4sVV2j1x/AcyjSOyVPUpbR9KXWf6ALciXaIExc/ifmpd3b48weqHL/ggIpAO0TCsrhKshuu0OPFGyyDPP2esc3jhT8vrP42aclsukOeksKW3ZqVzG1dF2kMulRPNGQo5Cs4Q/goAz5/na4CklKQmf5+GEn6gwZ37jO89romD7zQ4b5n6zx/1GWuZwh6EuerzyrOT3t86kujHD87QjVwWBMIJiqGkaodCO+UUuGZH23ftFjlTiwckrJTkv3O8Ae+FNjDssSU3JNhaSLTbpPCIjQrHBQ9dGSgVmqFa6Ky8WQxjhPSCjUf/nyD87M+KCe1BmU+YKjse+evS0vo8JI8vH3gqkCnJFXyxoPhbRltsqWY1Js3Q0hFEjtsnBrwY29v82sf92hGNiAwRjLQytqGichBXg42cwTl7yFj79QTZ/gGVKm7kgWhUlrZIoyx08iy65f+nhAp6I0FQ74zXOncrGTxIdIsATo7iVpku0RbE2R+OSBJBCP1gNdc0eUtN/Z4/nibnmoTVBs4F857nL9QwfRGuXqzY6dGudluB+nOBq5Md9otBYzpu7nkTa0AdJm5V9YpvCy4RQncQ/Ik6yopy5Ji01cLcD0EcAt+jXJKrJ3tkpCytsq0tx/xx3f7fOjTDQbatfJEqFye5E3FqxVYlS5QedLrt6LzSysKzVAgZjJPXBu01pem8LXdCjxwYn7i3R2OnPb4gy9aLQ6KREj6OnVTkux9mRzYxao7LJoo5TSMNLkGz9jcsrfJ7cScvTO5IgpPXOfX2q4CQ/UpQww+jJkhkize0tD5tFWvDv1Qstzx8N0qjtL4ImTT2ipBzcXZvdFhxFE0Lyp0WhSfdaXnm4+mDkDO3uVAIX+TK+RJidWy35Vy+PtlkJQ7UsrypPC+VwN32XXQQyAvgJ6kwLZjyPI6E1XS38rOGlxcgj//epWlQQZuC3BXYr1vsVKelFcckS+ll3jgYgg+l7gH2fNQVV+2E50ul9JmdeJWiyut0Npq7hEv4Z2v7/K5h6sstBXICLQiwqEvRF6nsvJmvET8QqG/M7xLu32JwRRsLks3pRRoYUoyJf08uRa3DH9J2r6kz4tk1AoVUMJLEXzb1H0YCwahoNNTuMpBKftvtHs+6/oV6g0fZ6QuGPQVaya8FOClTUBl4ZxIUT4Jxd02dA1XgD6PmMtMzQpAl1utMjAPsWQB7GwPxwzIsgzyLMDMGFoW4FalrKVSSYm1S+xdjbn7GwFP7K+gS9pbSVkqrBquN3lZwJSOIQxd8rDntNzTurK2XpeAnyd+jESVfPE4cXF0zC37Qt56U5c//JIHKgQhMUIw0A5KpEEnqVQRw6DO3wuFaMkSLSr9SSZRhtk8TZmnlR1lgGfZTVNuhiC71gWIc8mao9q8LLaGSDS7Dmn5RrYhV7en8RsGIzXOzEJCs63xXEG95gzVMK/0JIeLqi49PUNFVLDiTh2WJUPtTiu+t1KWyCHmXsHipcCyDO5sO8F8iGTG3LIEdBmjpB38fvyM5ON315lue3a/a2kHvSuB7ZoZAvZqZaHDmns19l75GEr0DJ3v4e0Ws428jNZp2toyuUpLaZW025+srSW8/60dHt7vc3xGgogAuzL3hcw3kcoyimSSZQXIszenZEFoxti7I2PsvArSiNSXT8GfAbwkLYSxdqWRq+EijQuy92Qs0Fcraco6xnSpOK2ogSKVwfb9jDYka8YVzkhNoowgnNQ0aglSFk0McSKI0+LyrJMiK3wp9xSuFiSIlwHBqsDOtwdc6ZqUQJ7tQ5+PDrYM7kidfs8MgXs4oNQlYFtL0JFWmnhexCDR/O4nGzz0TMX2tknHam8p064divkjpS7ySwLMFUy+koXK1+zSDGYG+ELflke65TNMjEznfWdaXJEkmlg6qNjhjutDfvx7W/zy73oMYmkzUFoSp66K1MNdPi/H5GUCs+yd6nKZ8ryxHz4DuhSZXLHXcRjoAiPsTTBco7Jif588fjFDbymrUrXyxGbVY22IY5N3m2U9CVLaHTaWWgl+ReNctiVi0B0wFbQR0gUDUWI3Jw1DST+U9AaSQSgYCGlLFhmebjV0EcsXu8zaJWAP12+YoZ+rFSxeyJOCsYuAUw+x96Xg1un3M8bOWD3OGdz1Yu5/yuVzD1UZhC5UHKu9pcrZO599uDIwXsncJRQXKmX1puOhLpYU2OSJlFLxlSxWzaG5KVoitUSVgB7HDpVqzDvv6HHvQz3ue0pZ21DYroVIOPQgH3gqzMpun+JKZq6JyAAmC11uUl0usfUoSDCikDQmnc2SaW8pDEhSpjapwyKG8GDBX9wIKx867fiPE00YGwaRZhDa7c7DyBDGKQED/X7C+IaEdpTgHL0Y0u92qJoLXL9Lptty+3T7Hu2uT7PjIoWbMoatRzDSZt5WXrfVpElZXw9LkRILZuWVZYZUGZPrEqDNJWDPHJNsxK/jFJZgBvTyDsi59pZ2Suxyx3D3w1UOXwysNBG2JFbkiR1KG6IOS5Whz5R/flEC+rfQJ2V2Mla0XpqqzjR6qUY8qzQsldFKoZCJRkqHaOCwe13EW2/v8MRBj2YoLcCxejxEWWCKQotfAvJUN2dfK1kwuUn3acpT9unntKydanghUuvQXlOkDZbzGZbpayNKJb3p+7CyRlyy2ulUmsSJIYo1vb6m3TM0e4LlvqQZCgaxJgoj9mxtsn1Lm03rqjjffF5x5oLPc4fG2LU5YdN4j+++o83eTQ6NWh3HaRDFkl4oh9bZoZBTFNdzmOFWSpHMNSlnAk0xaPMS1k6/LtVpyKEg02YqZaa15UpwJ8PsnSd6bKe8JuG/f6nChz5bxwjH+t6pc2LZ28qTsn0pVhRXXcLcGcjLy9rLsHc5lhn2wssypdzKllmGMrUNbepeS51qcrtFoFSan3hHl2MXXD70OYcoTmsMtERjV2KlV5Twllrbsrccrwg8FQWIVbbipDIlm2Vj0t8R6V1vtCkCTkHO6NnKZ8qNGdlquCKdudJxSjT0I5hvC841Be044vKtLd59R5ON47BpIuayXQO8IMaJkwiJIWzVeemQx6MDzRce7/KOVy/wrtuXmaxrFpZ9otgjLunvIRtnJWu/jBxZjalF6oyIVSRJrrtLmrtwTnRJluhSQJkytswyliulSYySEa4XcWxa8rkHanQ6LlRUwd5l56TcliaGEzyryTFROiF/WZInu2grC5EyD9w2QNhGg6wmWksx3PWTTaaVVotL6RBFCfVazDvu7PKVb1Y4djHNkGHZPNGCPnZEpxAgsqKRLO+OyQGNsen6vIZGZquODTZzj1ya1KtOy2nz8W2iCDgzy1CK3M2xY0LTQDRfNcQQg+bkKYuZN2EMi2HMhvUtvuf2Zd5+m6Hi1uj0q/QHSVr5OMC5ftcYsyMxpumgjWR+GU4v1PnvX6rxwPM93nZLhx0TmqVWsWtXUb2wSvKmDN70ULLQ2pnuVmXAr8LacoUkyezC8k4DBbhLz6VdCHJZIku2oLQFVoNIc+/jNb7+bMUOB5euBfgK9i6kiRj+XDDcrMGlGvx/9rFah09uEWoxLFVKLJ7p8URIZGIlSzRweP21Ia+/pcfZL7sMtK02RFtoxTj0BTboTMEmsuoqLYplRhVf56CX2PlBpBo7lzUllyVlc5lLkfQzClsTkxXbka/ydhSJkOnPKQfD6Q2RTk/wHEmC4eZrm7zllh471wdMLzQ4cbbB3JJLtxezK1zP6NgUzrVXbF+eHo+/0pDVvxdGIU8dMrS6mroniHoVHns6YH6jy8SoxnVlMdxGFm86W5qHNPRKCTKku8tTY0vjwFaMBFNyBdCVSX3womw0Z+88i5msAHZR5y2l7dSRXsyDT3n8+kdHSIxTOCfSQUiJKxhqSRtm8BLISwX+qydQhp2U1QBdBnYuX9J6jyLxY9BkU57SQFMUjkqe3RSKRGukdohju7/QP/vhFofPOTz4pER7KYtnelyroWC4EEyUZEsmQ0Rao2Lfa67DRZbRTBNDIrXuZJnNAWGD1LxBPb3GpGUf9rcFMmuJFCtJtOjF9VzJzi2KPVsm8GTIyQuCOJacvAhPvqQxxqW2pvGVyQ1bltX3vC3omOTc8XWTrR/vx4t843mHXl8xWTdMNGCsZmdpZ00IWcayfJHzAfUr940pDYRX2eD67FmVnsu10HniplRjosrfz+TIy4BbFkGlU6o7UaVey3OLgl//+AgPP1uzm/JI246WFVVVJPmGUq40l9ZuDx1pY0Y+JGf4kFm7lyp/XaxssvRst+ZesaJl57NMLPmYNDOUKJPSlNwqgzCGyYkY3zE88YLHcm9l0GA1eV5ykcE8156X2AireJ3lbw0vX3kAPfRLYpXXBaCHqk3JGtCLaWWuKwl8CDxIEofewCGKFNVKjOct88jBPtMtj5PnZ9//9UdfOOx87B4DQiOMYHbeY3lZsXZU0Khk231kswmt/5jt/6jNSg1uCsCLstxgiJlV6SJcktARwy7Jyq+zwLKswWUJ3GVZ4sgklyY2oWNfJ17Cxz8/wl98o4YJMt1t3ZOcvYe097D+HnZPVpQBD6Uu/1Jc5D/M2kiGGgtK7G1LaEmH8qR2YarFTel17qwIiUwUiXCQvYR33tXjwAmXD/6+Q+jHQ0a9Ni4DLezIZWPbD4vWNgvyoa4fbG0LFPUhRhTZzmEdTrEKpKxtpEHqbMm3rpxKn3Xq1sgsEFkR30hpx/FJAXECrZ6kH7l4jiaKBWsmYr7/DV26cYdKEKG1xmku1pBCEIYuxB5XbJbUKxLHsdOP7Eje7CSXRuym733oDZQ0tiwxt8iH45Snk7IKkDNJs1J7l/eHKQWYpcSOlIWLUsiUdH/HvOYk4b4nfT765Rr9JJ2CL7PDau9sNze18iZdxRVa9YBhqbKS3VbKlEyWlByLoS6aFNBGFjUpRpbmp8iSNy4MMkmlitCIVK74ruaH39Lh0ec97nvWypMs4ARBgkPfZPyZVkllO/KV3JXCSbGgVyWAGyhS+ak2N4LcUpbSpDt4i1QlZS1wJq/OkqZc75KeiLxwb7h3QBvBIIR2197c88uSuaVxJkbqbBx1UMrBYHCu2e4iRDr3xBhqgV0CHAcWlmB6IbbWlDT5qOQhZrqE2YpJT6oE3GLEbwnMwrwsyIc1eBpYquHt7IqvdZrRHAa2UjFSpil5J6I7gF/9yAgnzvsYR+XMTdrm5WbB5crUvFzJ3KuAOeVisimuqy7zwyAfGpK00gMnS6bZi64pTYEdynIKtJCWfKROdbl1VbTWJNpBhpodGyP+xY80efTnfdr99APoPOVDIh0GOluJMpCnz3kTBKl7UixLhuGlvJhxOMzm2Y0g0xsmC0CtPWLyQFaUKxVzoBenMjv/SpgU2JrFZoSrwPcVgefQqFfwXBetDc6eXZMI4ZDELWTSoVE11GsR2gz4o3sCWsuKkZq902y9cOGhFOxdFEqVd0AbLpRaPTt5CWOv6qBkDokeZnBZ3sOxDOykBHaru+MEfuszdZ49FFjPO03H220QxSXsrbLkDubSem+GV65Va1LSMzSsWAyrMnnJIiyKroo0+JBUWa0hIh0tLLVEC40WWdCZtrgJB6k11+2N+OnvbvKfPjlKmOQ+EFlOPdaKAZkWN7lbMuzZpcFmLk2ErTbUDDF2wewpm2f/jLR3rsl0jU4dE2kBm8kkbVKpsmIRFMLGZr5nGK1HBEGTRw66mNihUYmpuIbdO0eZmhgh1gnOW7/zLpTToL3wNBdOPI2QAtft8Vuf9/jGCy6XTQkqviTwss83PAV2iOXKDJyBWxUtXgVbFxnK1QCuVAb0jLntjl6FVNFDG5SW3RKZfS0TC3oV4wQJX3vc5w8+U6fZc8HLtLe1BoWQOXtfssGqLFamlQmJvN6kxNblgGtVUbKiUM2s8uOM2bOumrxsVhYVhVZ3y3x1zSYCS2l3NLaSRSGltvUqsaIRaH703V2efsnn3scUVGOLwnwbH0GsJf3yapNJC2H32DRpVjKTKPY924SNysCdMnZxXgpBnTO5NJAUIM9WjryctuQiZROMs6FSUtiNw0ZrEdfuadHWIb/z2Qmcvke/F/Oa11/DG15zNYtLHZxY26CxFw+4+8kmX3h0gkiPMbtYZypQ+E7R/TEMZkt+l0iQctWfKgC9Ms0uV8oXUbD1MNiHNyBVYnVw59/Lg0qb0JFOzKFTDv/tUw2Ozbu2DV4U0iSrGBxm75dJx69g6mKBH07qDDkRKx8ZGa6sRSlXEmbZw9IyrbNm31VYPAs0ZVaYJQyJkAhpS2rtCusgI8PO8Zif+p42p6Ydjp4XGGeFyJIusZH0delDpAV4ecCZOx+l4Dj1jI0wOYuXAV1UIVKsDCtAnq94Weo+rT+RIi0RWSHjwljR7jZ4+01L3LpnmhjNJ++VjNQjqhVFGIFz8mKV8bGArz85yX//4jYSfCSwoaoZr2mqfrojsBR2v5Z0s6eiEaF8XApuJf9ySbIyoWO/t3LzUVNi59LrsuddCiqljPH8mOmm4Fd/v8Hn7q9i3MIxseBWCEHB3pksKdWeDJXGZot6Kbqn9DPK3xtisFVJvITuYYmSB5eWPPPudrtsl9ra8hR+4Y0nqSMiTUmmCIUWdtqqKzXvuKtHcyD5hf+omFkW4AvyYm4jMNohlgXIs7oTUk2dAT4LNrMUfTkAze6ZHOBZ2n4oxU9+k6BECvJ0JUxlb5IO9JRZFWEiiBLBILKNDrNLFeJEMlkfIDD8/e9I2LDLZXJMMl5VOOMNRb0aTO/dIu/57jvG3vjY/iZCSKq+oBZIG3R6tmXN7jlJvl12vpV2BubM8lPmUrCLDJRl23AFuIVewfKX7o8+pL9TcMtUjsisOz6tNQnRfPGRGl97slrUmshUd0snZ++8HU1eyuCXFFOtchT6UFxiCQ5Xo4phdJflyqoWIYUsKDUB63RWoMlS+KKQLFIbG3AKgxASLVMZIyRCKOJY4yvNG27q87ZXdfmjryjCOD0BGSrTfzeWYgWT2/eTjrZKmdjaf+jUZRHpe82wAENBZuaM5Kch1/kGVKrBNSRlP1wY6wglIGOJigQ9KVBSgfCIY0mn55EkCSemJ+kEtXsmN9Sm2/0I9Zu/+Zt819v3Ldfr0fLFhfD7DhyeY7zhMlKT1CuKWkUR+IrAl8XmqdnMbac0SaqUnLHb25W63NOWMmcoYTM8x+TSdLvJ29BknrwpBZZ5UidZYQvaOSeJ1Hz+oQr/94dGOHnRL5oYpJ3lZ0dBCAIFgbSDfJzUQcnKYzPQF2UCxVaG5ddyxffzOeaiGHC0cgydkFkJw/AqeMnXeRwwnEldWbYrZRYMm2FgYG1bSoDBGMYbCZfvijg7qzh6xkGb0j9aWoqMSGtFKAXOGZMPhc9ixeqU/v8rOheGVy9xyeq2Mrm02iKYTR7IN4VNJBiJo3o49bUs9Cs/d+jYgcfvfPVr7R49j78AfgAnzkI9kEyOKCqBJPCUBbUr013JimlSxQzu4cxjAerhVPu3liHDDoqUGiXKP9MrWHyYuTNg5+ztJpycl/zBZ2scPu5DLWNsq7lzW1DaXsuhIT6rBJRFFeGwe5Jdj/KF/6s+stqTzIIop+/L0qTceS9Lul1rQSIEwkg7siEbNyENIrE6XOZd+Q7RwLB3R8wPv6PNk/s9Ts2Vai8yfZUGlLEU9NMaFZOm3J1SaWwmU8gswUsCzmK+ShZ8ZvLEZH9n6EwMLXv5t43Jmh5AJ4IolgwiQT+0IwbH6x5bt8PYVEgSR0C6CdWrr7+aoFJhzFO44UWqgYPnSbxUkhTgpajNzscVX9rd7uSdN2VrL3VOVtXc+pLX5VFlUpRBngw956+F1d2Ok7DYFvzmHzV44NkKZNlKMSxNpAAXuzIXE1lL3UQrpMklyR1WgDxdfu0Ow6vQzsuAeiipQ+F7DweeKwNOOxcwZzJDAexUsghhg02ptZUwqR4XwrYPa6FJupq7rhvwMz/Q4t9+RLLUS99YJqo1qVxRxAj6wlYz+tpk2ZbUhLGAx2TJvQL0Kgdz0eaWAdo6hYUvPnxmivMApGXCApkkxLEhUqBCSU8J3J6g6cBis8amXXtZu34f/X5pl7Vd29exfsOGe2dPP/DrV++u/EK7G6Ua21p5edBMsfTlbWM5iw+Pb8jS6cOpdl2yCFdxTlZ8bVlcp6AvuycJUmTBZBFYKhXTF4bf/Wyd3/9MnXaSFlLlQWWR1HFEuu2HLAF7hQQYGuzDaun5S33xDPHDC/hfAvIV6frcJkwBP9zps4K5jUBoW4+t01ohrSVSFiwupbG74+Wrl23zIjHU3Ygff3ebmQXFf/mjBr1Mx+j0BKRuhw08RR5cakvouFnwKNICqhT0Mh2an6Xmh75XmrFib2T7NZScErI2OZMXdyW6tC2iECCSfEt3AKk8Hnt27tdvv2vvvXNzM0Ba/fgbv/Eb7NrqRt1u9zJHRd9VCyLqVUOtoql4dj9JRw0zd7GTQrloqjRRKms+WKm3M9ZXhcftlEY+ZK5JnnaXxg6fVCukSakdTab9lcLV7D/m8f98dIQzs77VVFlSJ++UV6i0mMqXJs1cku9UnAeaK4qqioIyMewgiVWG9Jf0tq2Ck8M/K+vsVP4MdTvl3rsYKmjLi6pWNFyUNXrx/fLX5Zs0LcTKZIUxBJ5mzVjCwy+6zMxJGwzmy1N5NbLFWXrFEpUVSBU367A2v9TrF5fYpMXjElGe3/jZXj3R/9vee4dJdpV3/p9zzg2VujrNdE8eTdKMRjlnlEAgI5FBrANes46ssbGxsTE25vHP9mLWiwHb2Ls22As2LEbYskgGJBCSUBYgaZQn59Q9nSvce8/5/XHOTdU9CiAhYPc8T3VV3a6urnvre9/7fb9viqEdadodQ7tr71udhEa9QrXCP9/6zdvu+olrrsktOMB5F16H8qvs3f4tpo/eS7NhUxsTbWeCz7UVnUi6FsomiyiVGvCk7RpKSVGmQDOK9CSnHsV556XtznoX+bfl3T3BHBnj+QkP7/B52/sH2LI1xPiyEKlMrbdEONXEL9R/ZgUMBbqRWeASDeltNirm05YF/u641nuBb7jUpbVYv6WhmQAAPsxJREFUQlaiKaksYUrbtevZbUhL2+wEDi0lQlvoJSlNSa24MIiu4dR1ER/9nUl+4U8FW7Y57VQWPls2FVxZTIh0AJntieJho8GeiydYK28ts62oN2hh81WUJMsjz9pRZPJosbuWfZ5a/pSqdCOY60IncmMthUGJmIsv2MCrfuISZufavPf331MG+LKlTZRXR7Y0s8Fh6jU76jmKPKZmaySmRpTYBCxEmvY6XxHxila3xKVzjq1kCugc+CmoRbqtB+RS5uH4HOixA7dmxkj+9sY6Dz4ekqhiMCdPpkJIS03EfO4tSKOq5eQqWQR/8QQQZaBnYC5yk1KY8+lBnrOSQs7HAvkp6RevDa62UWQ9AI0DszRJ5nhKYWVCmz5rnVD73AFdGxI0njCcsanDL796lt/9kM9M7JyU3nH30gAeGklXW5pic9MdsF0TICVsGF+746iN+4zSOcgy7VYrXAGz3S8v3UEl8v8rbK6KcFJ5OzKMz8J4S9CNLVP3dMRkxyesDtFJ5rLjmwG8UTOIQG5Tgdn+2D5v7d5DM0SuyWOoJKsWNehG9pv2XB5yGdx5J9ci1SgGbIpAlj0Wuwj4HORFgCcFkOsCuGPmtOAf/r3ODV+v05FFrTu13jKLxKbFDF6x8oiy7t1b0JCBWc631PPBnm4Xz4qDF612KfGqAGSJKPDvcovjPCfFAljqFPCmYMVlRm2MNiQi3ybIrXmQGN5w5RyP7/b4hxsbzEbYA1YCucksuUESYZ3cWAgCx5M9l9ujjAO6LAM9/Z0W+dVHugSt/GTPpU2rcrq6T09Qr8KG9VPIoIOgS7ejmZodojngb49FsC2mMx/gMlzL57/41a8F/rpPfWfrod//u399jMlujcGaZONSwU9c4DHYlFRDJwU6IT9tNJ9q1nlNZE80sghcZ82FyLfn3LIMbJFKgw7kIgO31b5nuoJ/+FKdP/1YkyMTvvV6RDlaWXIsRd5jsFSpI3ukQdnDc1NFpdeKl234szHaxwd6D7h7Hcy82gcLZihIhvngVCFzq62dlZduoJUNmhg0qhBEkTbhDsPoUMx73joFBv7xiw1mIuFC6T2WXJjs2CbO6Uw0+KIwoAs3mLcH6DoFunM4E5Nbc0yunKQhe536REpQCSQr+hXXXiJZvyJhsH+OsakuDzx1JqvXjH7q8M67vnbuha+YD3CATas9BpvVL99+X/e6gcHa6SMiYNWQYOmQYmZOUq9KKn6S8e98FIgu9yIpArxANUSBjoge/i2cPGgHzeYgF0ULnllyd6sYbvpyjf/2930cmvAsuDM6UrwVI5a9Od4LRC17VJJU4y3WNORgFiVGspCLVIx2lkLyCyC89DtTflkG/DRMnuriWqKltoW75NFNmfFyq6ZYwMus2kdk1t1SFYFH1DUsGUh4z3+ZZnxa8qkvNaBCHnEUDtwyO+NAKgyC2AgSAZHIh2H5SSFKbGxtayrFeulz42RAZSVQz4BRqQ23ltuzAVACX1ALPZ7cPcJsq8nSRVOE4SRGtB7cfqDvy5iZ0iEtAXzDKVdy1fV/cCfwwLJm9fShWsJwU9Lf51ENZSk5Ki0TK00MdklPaUlZanlFkZ44MGclVqII8l6gF/i3SK23C+yEmm37PP7pS3UOHvWhIudZbetkWsfSE0XeXU6FnZ/vbeZLgNIe6AzrBZFBlFDcIxsWndQeIJcLjBey4AWaUkrGyrPrMs1ciwz0qS5urbjIrLjI7nNLLoS0VfWuvaYQirhrWDKc8FPXzHH3QwHb9wcQFCw4qRNgcBlRmSExRhALC3QhIAJLWYy9tz1mBEpDLNy0DG3wZAHY6dXLKT1C2/mfWlsq1epoxiYlxlSYa0uWLq5x6proAWM+feeJ533w+AAHuO6StQgp2Lt7G93OLNWKR60iqNcMlcAQ+JrA0/m9l4/hy7tJJeUIZDoGvGC95wEb4+YrFl6fPdZlcAea7Qc83vvRfm79dgXCPIAzD+BFalIoRet1JhdKAS5tQ5RBLxYAsDC4CtrvYdkvtExPUm28rCrkvSJxnJusSX0KZpuPklpx6bRy6U6AFOTa3uPojJEIbVO7dNtwxVlt/uhtU/zBR5vsOBBYpzPdPZNacVdHJ7Q7/q6o2Vi5sYsgcsdKObD7qXUX1qn0BMQGfGPsbFCVp8qm1zwlBV4Mna5htp0gBXS6kvFJn4m5AUy4Dm30vKM6D+DXv/5KpFLdu2+fY9u2HSRa2pERFUMtTKgECWGYEASxBbkbved7BevtWhXLzCLr+dYaJ1GlCkYB1BQsvd1ecDB9w64jHn/4t01uuLlGV7gJVEL2UJMFHEsxPxxfHH1X0oyLFrcA5nJBQw8FKVjv58TDi3JhDz0plq6VrH2ajEXe6i13QEVOXdz+mAJNEamqoSVGGOeI5g6nMIpEGypewhtf2iLR8Ad/3WT3Ed8iJuXfxoBR9rnt35YBPPPSXT6LQaKFbSbUdcfbFwLfOKBrSPsT+RpHV/Ixh1l3NKnt/mhDqyPpRgmiMswJm67oxnEy79DOA/jIyDBS1d+1fPmKk8aP7r+s02nje4JqqKmGCdVKQjWICYKEwI/dtDLXb6RQ2Z4DO+fUFK21cACHMuDJLXzqcAqZWCfTM+w+6vG7H2nyr7fU6AqX1igWvgkh8CjLgUXZb17kkuNLgkXwlsFe/F1uzp8zvotyYVESJA9xlyeY5cAWaZ5GoSJGFpQVu00ijC0uTymKtuOM7XHPOLlLzhWKODb4aN58dQtPwbs/0mT3UWzuBuQ0BZvshKsMsveFaqHs3taDJggSIYmFoK2FpS4SQk02ptHX9nli0rRgu+N2XzWJttp3rV5j1erV31yxfPm7jo5PPzPAldfgrju/Po2pP1mtyEuU0MoCPKFWiamGMWEQEzpwe+ktDZdn0cUCvRC5SpLm/wqXM1yMc9lWvr30JbH3nuHAhMd7/rrJv95co5uGEtPLYslyF6y3zHsLptZbLWS9sxOtRzkR5AUNPYBeUP9+jgpKr/HOnhc2LKyFl2fc5+m1NuHJgt1acSNM2v4wt+opNcFZ8dSwOKss3EjuJDF4aN5wVYs4gd/5SD8Hj0FhvknOxbMk8B7ulh4rQW7dkRghMULRFZLIBY98JzdWJEQpyJVLsNKQmLw2WAhDreElI0O1J2+55evTL33pVc8M8PTgtuam3zYXyXO7bXHGon5NoxpRr0VUw4jQtzMl02kJpWIDmU8ySx3DzGJnoLYHR2sxX01YwIoLBbEn+fubqtzwlSpdWaAjLGC9yR3LNKFKifncO2sG2QPq4+V9Z/r2vO0LU5ZnwnuxoLaYPVhqCJSdAL2ALoA6teCuOiu15iUrrrEOpbG826ScO7PuLo/cXTO0czgxNmfFw/DGl7d4cqfPn328QQxW28uysnqAXTyDDT3bc4ueCgFGKRJhbx0paQlBkEgqyhBKQSU2VBNDlNh99SQMDyhWLKs8PDs787ZGo2/BY7wgwC+6+Er+7h8/m+BtMohv01fvMNDXpl7rUAm6+F6UAbtYWVMJrRXHJHS6hk5iXN+7oq3Kv/xqxY7aTroirwvMSqHyPisowdfuDPnMV2t00sSM9OAUrTc5906dmFzvLjiUOOWE+VHLeYlUQuQnQXrVLexDEcnFr7c8o2chdOcvNoXHdns6WrAH1BSB3QN2dy3MI5ymYMVdmqtTWtLtdkq1q8gnlw+1oytaOwsvFUYnhNpw/dUt7n/c46t3VSyepSEr2Snusga6tmagUtFZ3ksOgPSgSbpa0W4pS7yVhwkVkVREQtFKpHVMpaAaCeq+oZNYn210WHHZeRuM70fJeZdcteBhXhDgAG961UUkceszex5/+MT+ypF6sz5HGDpwyySnE1KDtH2at+yQtBKYmZXc/Z2Ag2MK6fWe1ZZUKWU478wOm1bHbFodU68aTAwmMdnLhRIIJfjCHRXe9eE+HtsZWIImem7uQKXgFjKVBOfnm5Raxj2tpS47jL1ZgwvloGSmO4tU9J4JZXz3Ap2eFFEK4E29TgtunfPzHmWlXHlfyDh0XF0UqIsuhO8x+eMU5Bhd+J2BJOGUdV0++I4pflvBl26v5JfEdEcSA7GhHho2nhix8YSY88/ooJQpGLF8f6UHB8YU93w7ZGZW0Uo8Htse0omt0dJC0nVqzKyUjCmP0FMcmhI0hgZm+0fP/0yjXjmuHXlaM3P7Hf9SbbWmH7/zvi+u8v0I6TqiCxMjdIwxiT3MQjDdltxyd4W5lkc7Vuw54DHXUnkSfWaqjNNNE5YviVk2HHP5eR1ef2WL09dHVCoa3XGdljy46bYKv/dXfTyy3UUpS8lThd4mWRsIWyFfkbZ5fdoltrdaJ80azNuymULGIC73XeSZhMXnIn+ctW7LKnfSbcXMwXIrt3wcIgs8LsQaspZ2hc+cph/3FJV4WZlgnk9fjiiXW01n1VA9RSSq0JkgTWTLAmsiRiqD9GHLzoB3/2UfX7itgps4Cx0Iq5rT1se84coWl5/bYdmihBUjiYVaseIhhZ40zM3BnoOSVgxzLcEt94RMt1V2FTTGFjhoY6/SRnoYPM4/69rd1Wpj02tf+frW8TB8XAsOEDbOZLIzxae//hj7x2cJPEGsBZ04RkdzkHRsaFUIQBFFCoxnvy1fQH9hR4zjakaDsTRm35jHvsMJ33kq4OZvBVx+fofXXtXm0tMiDHDTbSG/95eNHNypBFWSoSS9jmVmvUWh718Pv+593quDH9dK91jw4vOFzcazU1SKSVdle1CgK6lODvMstnbFuUVVJa/+Ea7XSNpzpBzdTKmKFUVSmpL+jeXtVot3c4IiwylrI/707dMY4Iu3hZAYLj4z4rVXtbnivA6nrY7wlEEnis5MiNbKzhlKaVGBkylpWLNEI1SCQnP2urbrG25HtcSxT6tTpd3xbd2pjIl1k6HVm1D+wNMe16cF+OplKzsV9fAv/+obBj77159u1ZsVSaxh53jI+Fzxm3YWteYih5mnnH7baS6FARLQMZgYwgi0bcrzna0hj+7yuO3ukN/8uVkqoeG9f1N34E5BU0RWAeQF7dUGE5xagotWptw75doUZcL8dwvRDxbaXgRtCdg2MpiBvhfrvaAuAlmUt/cCfj4FKU6gLneCKs6TFyIFvAOW0VkoP+fnooev97SlMDZAZISlLcYY6ApOXRvz/rdP4ytDNTS8861znLIyJvQSdCSIWh6xDki0R5IotFFoLbPRiIZ8CJbo5OkZaZtr49I7lApodwbYd7ifRAuq4RxPjJ04e2af/8sbT1zTeZpD/PQA9+VBffKmE+4TXDP1zTs+WW/WoBpKLgimeWTfJPc+WqGVVMDzkVI5yylK+dXW6ljrEBuItEJLD5NE9ls1WEfFN3Riw5YdHv/0lQrNmubRnZ5rgkgZcRRBvbD19phvveflnTAfxLn1FiXOnVri+WAv3oriYRm0xwN6Edylah6Rj/deENzpvZP/NKnePR/oOeBdv5EslVYUlJSy8ynSkyEFtyuwNELmHyaBzasT3vTSDn11zSlrYkKj0V1IEkWsfeLEJ07s2PE4thOYba9zWXZViinSwvaSDPwYbbrc9ahgy7YavmlSCWHxYJ2zL3jlVGNw1X279x/SPM16WoAH1RVITx3tdPe+4Y3XnnXr/l3f8UcXGc47eZpbH57k8a0hrXZAzVO2Ml2CJ/Iyt/wiZBzABZGGuUTSJnDdAhIXFLCKxyXndvnz35ymncCRw4qv3xdCtQCRkmmVJYQ6waUQuJlvvec7lSYP8CxAPRaiK2XvE57RVD9TTjgLJ1WVfmfKrzNQttAib1qpHdBFydF0z9PysmJYPyuiyFUV+34yu1JAuVIHQPjw9ft9/vvf12kl8JFgiivP6VjDZoQdUht7dOOAKPKJEzvX07gx5b3ig3R1AnnL6zatbsS/fL3GrffVOWdDRLOuednl50Y64Q1LFw0ehebTHtunBXij7nHo4B7WrVu7b7DR2r6r9sDG/uoEw/2zdGKBlhUavmIw0ITKOnHFTLzeLyzRhkgLAmmYRDJnPIy2WqvShqvO7/Dhd06yaXVCtyO47soO393uMz7tuU9aQJMoPxYUuDcLWGx67p0zWbTI+WcXJQu/kKUvWfKePJVnAnTpwBSEF5P9bbnoGNdnpMypTSGjMH+tLgGbgtU2BQud8u4U6DLL1RalvJfcyUuriIwrXJAKxsYVN32jwpZ9HlFb8PYP9PPhd07y0nM7CNdJNkk8oiigE/lEsUeS2IkURvccp8wAuXmnXoKUkOgYXxmOzGge2gPrVtQYGl2/fcnIqn07duxm7drVT3uInzEzSCnJrbffsuvJPa1fmE42E8ctvr015tO3DtHVFUbqmoGKoVnR9IWGemCo+eVb3bfbG6GhL9Q0A0Ofb/ClgBhkknDFuXN8+DcmOHFFhJ4z+ELzS6+d5Y0vayGlKZu4DNi5TKgcPVHMn8iQ5XfTa5EXkAqLwJW9QC5Qlx4ZsfjRnkkCPy7YF4hY5gArAr4wsm+eNCgKlnyh7XklftoVyxTuU8CnjmD2N4WdFMJGFj/z1Qr/63O20ouK5Mk9Ib/+wUFuuT9EehrlGdvQM/JptUPm2nZ6X6vt0+oEtDp+fmv7zLYDZlsBM62QmVaFiek6mAavvazDKRsnSIzmDa/YxMolnV949Mnbd0n5jPB9egsOsGjxcqamW4TVyoEje7zbv3XnvZf+xecUj2wfYuUA9IeawDNZzVwx+tb7PdugmCCMbaRssgUrh9pcsHmK9/2XaTasMCQdl/ATaao1w6su6/C1b1XZfki507EHhSk9KYH7ONY7Dc0zX1HJ3zLvbyIKP4pWvERPyIGfbjD0cPwFjoZJ4yPpH4jCOZxJJWWenevgvdp3MU22yMmPY8UzalI4AdKQvqMORQczFbBTkAsFO494fP62Cu22cqnKCiMFT+72+fUPKd7388c4b6OmEdjRlDNzId1YkSSy4HeYwpERJexIaQg8n27kccY6eN9Pj/HPX2+yaGTj7ZtOuuhAErXwgtr3D3CAZl+Vb97zza2DzepH7t193qVPbL+fjYsFQ3VD6NtKC0in0LpJbMy3iuk3m/ab6x9o84uvHueas1sMN306LR9BWiARo6KYczZ0WbMsZvvBoPCJ5tMTS0tyq91brZN+jhzo5Q5RJbrCApx8AcczB7b7VM9COTneKllrUcw5SR3RhWTCMucuWm6hDVqScfGUuogCqPNKoFw6nHc1KIC9eEZv36+4/8nABQzyCirjSZ7YV+PXPlTjmnNm+c/X+ASiysRMQKLT9+nxidw+aWP71MeJ/T9KGabnrMVfN5rw3l9aRyf0PvLok9/YevLGK5/VcX1WAAcQwXpM0HffqSdGN77xisnXHDmwk2bdx/Pslx4nhk5X0+5aAKdfeN6GWGS6tBCCkUHBRWfHvPzMkKrvMT2bzpe3s3QUICNNf1Nz6Xkd7n2swnREoRA1P+ALD4vKS8wy9byXmqSfsUg/Cswn49eiEK9a6KQtojqjKOLZId0BOk3VKcmFhuPz7BTwx7HquR6eAp5CQYQohPNz4GsjXP1nGfDFzyokTLUFt98bMjWVpip75HOOfGQgmWg1+OK9TbSBy0+pIaW9MtsA2vyuwmCBnU7WtpmvAt8zjE8oVOVCNi8788b60Kr7YPpZHNjnCPCXnLmcnTv37vrJay/49fbRx9Xe2sR1tl7DArwTGcYmukQuJzeN6KW1dLblm23gGQaSwaZiuNbPgUMefY021bBDGHTxPQtLIQxJkhDWItYsi6kow3Q3/TSF8LxV3V0JbDmRKrPMJcpSnt+5UKh+XguJHucyB+/CTYDyelnRey5mwC06l+lbFq1zBnYz/3fGqSE2v6lIT0SBpuTtlrN02rSip0RNig5sLhtK0ur+XGFJ96UdC3bu9+i2FfS5aLIMQAUEStHnGZqBYbDiMz0heWq3YqCpbMGMB75X7qGTRm8TLZiZkxydELS7aU2pptmo07d46efPHbrq1yfGD+4eHD7x+Qc4wAknrGDr4/fsvvrKM7fs2Xr0uq3b9jLXqVGvajQRn7/TELWxI1CUwFcCzxP4nn3s+5IgkNQqimbD0I09puZClNLp4QTSLEKFEB7omDgqJqQVzWYOyGLLtbJaMt+RXLD+UojS9nnWuzeLsADoUuAnxf9z4Ck5DSGz6JnF7uXfTi/UgkwRscDPLX0OdlOw4jmw8wzDvCC5DPiCbFjwK7LdE+B5qfVQmeX2HbgHfCsmDNYMoQdTswkIQa1iBynYJq6mcNMEwlCvxiDmuPNhH4x9/fhUl6UrlnD58tO23HbHfbsvu/S85wLZ5wZwgBUrRgjrK//s4ccfX3t0Zvb6xX0znLhqlsPTk+wYG2RQeVQrBt8TBJ7A9wWBZ9svB75txVyrQjWwZ26SCLqxhx/bvHKVeHgqQRsbFEi/YbFgJloe3CmOHUm7Ni1kvXsLihe05j2/6+Xcxe09uJ6P7KcD+oKUxJ4wpVZuwoJSucQrbUxWo6ndmZ/LgEW5sPy42EulyLWzoI+7L1pz6YI9vZJebxRbSBsLqSpD6BlbRSjsNLR2N8Fr27/XWpIkEPsi89dA4quEeiVhaOAYh1tVJsbqrFuiOefUIU49bdlnRpee9mdTk3ueK1yfWSbsXZXGGj752S9PTkQr37pitHbH2hUtZjpj/PkNirkZRTUwBJ4g9C0VCX1FGNhbJbQDrqqBIfDtZcrutOuOmshsFJ7RNm9BR5LzN8esWJUUwJ2DPKMnRc6dWXEHaLmw1c6BL0pDXbNtmfXuAXv6Lfc4oQvh+ZnwveBGU6Aq5M+1Kb6mOO0hlQTJx524AoF09LouWPKSPKgLz1lANkTkVwh36u3a7XHPY57NN3IejhTCjWDME8aEsApOFBk6nYR2J6HV0bS60O5CpytodwWdrqAbW+49UPP5zeuPEPTNsHdcMD1XveMVl694azz9hcnTTznhOQP8OVtwgLe86Tp2bLt/zpgru/fc83E+emPIrv2DbFxsB8fWq4pKIPF8ia8EgW97i4c+7hJlL01KmoxfapO2GxOFpBz7JQ7UDX2V9PCmXqAF4PyxI3mH2DKwj1dYnI8fKTqb6TlUttqiePEov5aCvHj8zKuFAb0A1xYFkGdOaEpdKNKW9CJnLTtaIJTdKArWu/h4oaofLY1tqi+KDmZZV8f935mWYGK6HCTI+jUWDI3r70mUGLqxQUU69z2MDfYk6aQ4DQIf32uyZlnMu64f48sPNLnuupd1H3hMzp171ku+F6h+bwAH8Btr0Vrf++jhqy48Nn5ndePiiGXDisGmRyWQmVX0lJ2UHPh2qHAK7rTVW1qAkH7ZeTGtXcqH/7gv4NEnPcfDM6HOyoNZMfHx264t2Bqip2vVcXl6sZtVr4JSvpgAZQ392fBwU7wZ9zepetJTZZ+O9BZZnorLL8G2P0s5unYF7joDuXG9Ccn+XhTyUmwtZp6AlU2PSDm5tJY6Df6cvDHiFed1+fhNdQjJvgtXYpzvl9Pgk0QQx4au1IXv2X7XNjsV5tqCuY5HFFcxZog1I3X+5FfPbPUvW3Wv+J47FXwfAF8xOkRrrvWet//UlWZs/57fmDyyvbJ6ScDiIUHgGcamBO1ODuwwwLWbyAGe90kxOSpKK7WkpgeR1jwrYXegCOp5zqYg61rVu11IUXhN7mzmYBZlTbywvRfEJZstFtqXHmCbwgmQntA9FrxksZ2Vxkl7kBbTFJxLB+xcPTEZ7841cfe6zIFO20rYjlO2DbNEG12gMjKjMxgJWs/LgOw9mVNalGgrIUfpgGWMzUgEQBEAs22YmIoJlGFqUNGNfBYvWdP2+1/9oU6n9vvV6vELGl4wgANUa1X90Y/f+L6TNyyJWNX93cHqwWD10hn2HNZs39eP7wf4nqASQugXvOZCD3Eh82EYqc+eO3AGpLFae+rQuAxCge134smF6i3LPb57+XfKsZ9JXUkfW+zNt85FevJ0ysmzseQZSykB2oGlAPSMn6fA1rYpPcb6HNpyD8d/XcNKnf8Pe4XI6zS1o13FmZtptqG14rLA0WXGzeO03N2dkjl1Eq4oOD/pEg2xNogEQLvX2JOpEiqG+mJ2HJxh9yHFymGPvv5l3Vgs/8CRPbf9yZrNr9HPfPReIIADnLZOdGNzwvvraqo7O/nUH33pvmn51O4+KsJwwlKohYZ6RTun0lnZbLxg6gQWO1vlRcdKaZIIDo0rurpYPS8LqbFpT+9yj8FcOjRlNUU6y71gIYTItXOZgzbr0818Pl5MwiqD/OlBD86Ku5cWwZ3RFBcPKOWmOBqSAjsL1rhhUJbGWPBmE4QlPVTFzd0RlgNnUdoiF0+HV0ltOXqWxy0JJIwMxohAWz1e2RK3dCpcar2zmwO5iA3aTUqLE4EgoVqRjAwJXntZhy27Z7n/8VE9Ew/9UZSMfvDuhya6fJ/reyc3bl1y2atZvWxna9OmxTdO6DPN577RZHKiznC/R38fDPQlDPTF9NVjKn5irXZKSzJr2wNwV1HveZojY4Jv3Flhsu10p9Jsy4W49/w5l0LMz1Epsp2iaiJcidlCAaCSk5nBuFxRX/75zKuolpREksJJML/ouMhxewElCs9F9pp0nr02kqSUkJU37UwTrRKTvtY5oEY6S25zSRohXHlRh5Gh2Hakd5RDk6s1xdz29LMmCbQjmGkZJmc1UzMJUzMxRycUzWqT110s+fnrN5slJ6y+8bGDk63/9ObXfb/w/P4tOECs1tNY1Hyq1hx928+/vvk3B3c/JJePCJYMRwwPdOmvdxACjhyrMj3nk85okeSALvYPL7ZqizQcm/bApO2QJekAKS9rw5YPmy3P7ixQl7SNSiGgk/Pv3HIX5cEFLfUC23rXswV3CeiOkxdFldRiC2FKTmimheMepy2NHT1BCnAN7zXOy3ZOqXC6s87axdrR3wJth1gJq4Unwna+SoS2I8Id4BOtkEIx2ND4MgGdgNFZvn9myVNJkly9ksLy7cOT9jvor2m6cYRODDqpMLrilfriE9e87WB7yVN1OfF8QPP5AfiGdefx+GNPdl922cUfE639tbWLB/5CJfsYGU5o1qfYfrDNF+5usmG0QX9dUgs1vrIHV2TATBtyuoJYN9H4m98N2FmaUGwrhwKR9htMi4fzQuJic5+yNJgXEcteQLvHUpYtdinSKcsWO3eCy47n97SKf2jK21MLr90PIcFC0v5CpiDHUiudgjwTz4VTUHIfJ3HqiZ3OllIU4SZAWN9I68KcTS1tXaUbC756OOKyM9v881eqYBKM0URa2Q6zxmSWXBh7lfY9G+RbOgKvWH2YL9zrsWNfk6m24Nh0G686yFN7wneed+klH5N7dybLV577wwNwgE0nncjczL7kJVdcvW3icN/0kd0H+rrdA3z43xW3fmcRdRkiNgrWrZB4CqpGI3pGDXrZoCnbX8UIzf1PhBya8O0wKekjhHTtvUzWTDOf/pYC1WQWO5+vUwZvqYVECu4eyz0f3AvQliIWc2/5uS9TsN6igPMsRyGX39B2fMjxQC6lyKJCQgrnVGI18vRzAgm5kdHCCn1C6AzUiQChpc3u1AqpNUorothjdCDinBM7/PN/uBpbnRBpRVdDrIVruZa3wPCVoNnwWL9CcuHmKleceYxbHprmozcM44WLOeP8S6avvursbdt2H0rWr17zfMHy+QM4QBhWGT/W/Xx98CX/1VftD/2Pj3956JZ7YbQRsnzI5iAkbuZ4SkuUyotMVeE+DCMe2qa4/7EQY/K2EJ60k6dT6+2lV4AC/y7RFJFb5pJU6Lh2Edy5Enk8cBfD9D1yYuotkqsq38vKJMIitt27UgAMGlfp93SWPNWl3VVHWvWEQrZnqqYk7mxNtEAkAuEaAclEkTg/SSWSREoSbds3nH1SxKnrOzy8IwAVkRiPjpZ0tSFIbJg+SVOnXUykG0m27xtg2aKQK08eQyIIBi8ff+PV57xjdnrm87Va/fmE5PMLcOUPATAzM/bJ5shV3rr1tT+76tDti0mmMUYQ+jKbyOZ7xrVeTvC9GN93abIqwVcxSay5+e4qW56quBHcHkKI3HorY4uLs14nKbhzqlLk3kXVRC0A7t7JZlmUU/Zq4wUAHwfE1r94jqDueV58ktlvl5OS/WtdoEfC8nBBzr+FTMFc/A+Fxxb1ZLzH6i+WpkDu8CcSKW2pmdQecZIQJ4rTNnR46QVzPLq7ShLHGJnQSqSb8gC+giAxxLF1MOPE0O7C2KTH4fE6y5cs4k2vvOBIY/SS30l09MklK5Y9n3Ak3bvnfTUaw8y1+Ic3XXvxu3/2dRuPnLphjijWVhMPDNVAUwljd+sSBhGBH+F7EZ6K8PyYsVm49+GQqWk/m3XpS+GKm41t5qPypjmeO3F6Aa1k2XofH9wit/TSNR5KtzMf3BkbEQV9vIib73UtIKWU1JNivWWPepI2qLQBFuEUFpE9LobFtbb+YaauFPKBksT+jX1sLbatknftH7SiG3n0NyTnn9phcV8EcQw6ItEJs4lgKhbMRoJWV9COoNPVdLqaOAZPJTyyc5bD7ZOODC298t0K8Q8DzcEXAoovDMABms0m0eQXP7Zhrfeu2BsZ19pQqwgaNU2jFtFX69JXa9HfaNGsz1EJ23hehFIxnkzYsk3xwI4QQse9lSSUdq68r4ztI10EuZvXWbLmqhypVCWuLUpURfVy8bQLVSYlirJ1lz3gpnxvnsOxEpRx3QvqVAosyn+6F6yZFCgy3TnRDvQ9IE8KQZ0kcdsSQZxI9zeS2N2SRNnticoKhuNE2WLijuKsNTEnr+uASUBHkHToRhETLcPhOcF4WzHVFky3DXPthLm2VV3OPm14fKIVvOsvPvbljzUazy8tKa7nlaL0rsEV1/M7f/qZT/hyc/ec0w/9rZfs7RtqJgw124wMTdOsT9ONW3STmP6KwdjBcwhp2LHfY9v+AHzfWm8hqLrWFKlE6DlAewVwy15wF1qjiYKFLvHwolRYkgHzAE8pmFMsZCigtEQ1ennHc1hFybCoG2ZvmaXVkk1gI210L20ylZQu6pKm3qY7YoBin3iJzYhy16QYSCdOuVAFQhhiYRBSWS4uExKliCOPdcsiVi+L4X7XsSzWSFo0G5qYgAPTVTqRDyQESuPJDuvWrpl+6QVDb++rt/7PyLqfeSEh+MICHOCqs3xt6PuMMjL2TPy/62pLZcXoDLPdGT51q+Q/7h5kalrw+iuO8XOviPGUAiPwlEAqiRYKKV0bXWUI3M1XluPZpK2yc6lKAO5xNHutdRH4CwC7KAHC00cmhUkVENNbAvGM63ivLkY4S8XJRd1cgJHC0XBbpIwRzgl1H0raP8j6shdOVAvy1Im1F3VjDEaVpxSLzNlUeIlHohVxbPO709zw0Ev4+Z84ypsub3NsWvGFu2p85d5Bth/tY6ajWbtmdduvjP78k3sHPjc10/6+wvDPZr3gAL/6Fa9jy/3/JzlwbN3nTlw1nnhm4J9uvudI5X/+x2Ie29Wg2/bxBfzzV32uOXeGRf12PEqWFis9fCmpSUNFGQIH7MCzFEWp3HKndZ+Zw5jq4o5Pl3XwsjW3IM/VE0RZUqPncZYglf+2ZGHnWd2FAkJi/gmz0AmUy4WUkpzShKw0iSoNAknX8F65z5WG7NOMbiQu4JO/WVrorHCprMZgex+owmdL+5b4xEqTaC/rnYLwkV6Nof6Yn7xSsmrRItTSmFNWRbz2oqN85KYWs8npbdkY/enT1ozceNfjY8mv/fKbX2j4vfAABzjlnDejxz6YiKGl/7r7iRVv2T3e/MfJscnacCjxK5pVw4IzNo4yPlEn9CepV9v24AsPITyqCqrK1vMFni2D8lXRycwdyWLOSc6li4DuteYpzxY99MSCYx44C5l/KaRNsYhyASu+IFvpOXFKJ1L6rxYg8tm/Is9ZyaiTCwppYSmKMekgBmGb1WuRnxXFHXJniY2QgtICLW3xuOcSTIyLqAqwjXmU5eGJK0xBBgyEimVVwVfvWMsZGyUrR2eAiL6K5E0vXTm3Zf/i//yRL17+r1PRHebjf/zTPwjo/WAADiCHf5O7vvU35p2/d8Znf/WXDnu/9VM7/+aGW/f1Hz2sWL3EZ3TIY64d0o18mxeBAOkTKElNGSqepSihA7nvCrpTcPfmavf2Pem13GkrY5UmX4kc6Cl4emOTpmizXTJUFoAp8IaMJ7sXimIMnoICQxncafXQvFXI54DClcPkL0/fw7gT2xQpSioDFSw5Ig3buz0TIrsKaAEiK2MzLuSefzCpPJTSRHGEn/hIN5Sg6kFfAAfHPHbu92nWuhw8FrP98ImTZ2xe/St/cpL57Prl3+C/vuXnflCw+8EBHODCi3+Fz332n3jdtYc/PXFswBfhyAfvvHvP8KLGHAONfKjV2Aw88EQVTUjNFzT8hIpvqAQQetaS2yr9vF93UYpIrW9u1UWWRJVV+6vUitvELSFz/i0X5BSum6tOH5PVPELR2pY5hCg4gUWE9yZtycK24tsY3aOo9IKc7C0dsF0CoUw/kyicmPYgaZelmOaIG2Mjj1mwyqSJcML2unHqjCkcXxt+D6hWAs46MeLz90TESZVODFMzMfuPCJaMjDK8bMXYk9PyN7/5+OynO93GDxTc8AMGOMDr32gvTceOTXziVa9U3tKR+96/f8eti5cPHaTZ6FKrdNl5xHDHww1CfPoDTc03VHwL7tDHFjN7FuApMAwODAVuXLTmRflPqbwZvVVbxLwMwl6AZzq0TNOgc9iUGmW6QgPpckEyJ7DwXkWrW0rjJX+fXnD3ZukV9zN9T128ahnrf9jPV3Ausf5kqpCYjGIV6ja1zJQcJe2YmVSqtMlfZOnMzaTCJadMs3p4jif2NzjWEphDCYODTVauu+zIWeec/7sXXxJ/oq/v6ZtkvlDrBw7wdA0ODtButz5+0UUXiSOr2v9t3/YbF4f+DMZ0eWhrwMFjfQzUBf1hQi2w1rviwG3bDoiMoiAgSYwNDSemzF1LICpMYVDFiQupg1noV005ZdVGEXMObB+bUnJ/8cRKqUnebbhXkejxFQpUpZg5SAa6BYAOpX9apDzZ6BycgGKvJW44rGvRlr5JZiBsnnaUWH1cYBM4/ViTuDQLXQg0CQwT0zUW9bc5eX2LLQcSjs3CsqUNzr3osiNnnX3+u43m4y8WuOFFBDhApVLFmPGPLVl9bnx0yvyF6N48ONXazre3+rRbVdaNaPpDQxhA6Nnyt8AXDuS2iVDaNi6KDO1uQpy4mYrkXLjXUiopHU2RBaCXJcEU4MW85rRoAG1rIC2606R+k4FSCKdFi7Tu0e2wKYOwqPSk3bZShpACicJnSHRaNW+rNYv51ulnTqmFlLZMTUM2510IkC5RK6cbLp0Va9njxJYadiN7HJQyBL7MqEraWD/WNjCkjWDN8g6nr21z87cTTlqxjHf94sXHTtp83m+PzfK/Vy5+5v6BL+R6UQFuD/AQE9PxJ1evvXS8fejAuu0HT/jA7Q992182oBlpQC3MebPvQRjYnJYwUBbkvgVou2NDwZ1I23F67hqdSmWpDJjyb6UknidKPD5rNw4lxy69SRcCJy0Nc1OCk8RkAKdojZVwI7SZ19tPFsBti68pNTBNtBuzSF7baLc5uuA+YNmSuxNKmGxfjdMLLYjtvuYOsf2fvmcT35JEMNeRTM1Cq6OR0hqTMBB2Hx0tSzR0I0Wr7dHpKjwVc/6JMe/82bOiI2N977rk/HO31WuVLwoRPAsEvLDrRQc4wECfp8ePPvj5pSe+LNhyaO/clRcOffSpRx8UywYiWa8KxqesZbbV+ZIwVNQqilpFUg2hEhqatZgHnox46oCg4tn2FDmwciVFKZm1kPO8tKVcAeCQUxDm814pQSTWusZY0MWJcdTImso0egpOlTCWFhRVlkzdyeROk/Fwg7WkxrgUD51SMAeyUq/ClD/nplwIC26tXAsOcv9CaXszTlzxlCHw3Yh2P2bnIcWW7T59Vai4Xja1RDmZEJtlCLQTODopqAaSIBzUp5xygVmxedOvfvfAOf/48LY93QtP2/Riwwr4IQE4wNCi0/nGXU90BwZWfvLkjfrWDSPdN442D/zxlq172XPEo+pbi+sra8FrFUl/3dBsaAYaMetXHmPL/ojdE4MsbVgv31O5k1fUvbN2cj4FubGguWV0QGR1tanRy2oJjKBjII5t09E4sejKwO3iI1JTaOmQqx1ZBZKLxnqKrI0GWIBrIzFdW+DbjTVJonPKRM79tUmdQOc/OIArLfBcuF4gXf+//ORNncjA1/TVIoYGppjaAt/evoiNSwzNuqavpiyPVwrfS6+kgmrY4sBYCxWuY92Gkfc2B1d9diBctmd0cFu3NnDaiw2nbP3QABzgigs3ArS+/rV/f/KKV1zy/n/86j3B4U7lPUodUP2NmK4b6xP4gnrV0N9IGGpGLBpoMTI0heclTHYGGQgF9dB+6SkHlyKlJWkzIgh88ip/lctsttWByGhCxnEzVcKOa59rC2ZbmlZHZy0bbG5MHnGUWqBSxaVAlq2ja3NqfA98T7t2GnZoqjagpMfUrGSukxBFOgMwpJXwOMrirLujLsJFbD0l0Z4NvwvSUYbg63SIleXgntKEQUS92sIYw4FJQ38VEp24q5btUmYqYIxmbNKwZnnA9deOJOOtRX/yxLbXvH8uuiN53es2vNgQmrd+qACeritf9mo+9Il/Sd7xlrf84d79R/1v3f611x85+NDKm++ZrS6WmjAQNGuGwWbEyFCLRQMzeP4Mc50w46va6dVZDaay3Nv3cnCHviH0rQXz3ExKY6AbS9pd0FEavROuOMOVxjmri+hy35MJcVfYthhKEPiG0HcCnKsuslNacopSzEv3lAV3GGhCXxP4CYG770QJD2+rcGRcZq+1VyEnQ2Lf17auNkSJrbaXLsvS94oUTVjNX7megEVN25UMKmFohl2M7rJvsorWCaDxvYRGTeEpGB3u8N3tA5yy+JzO6edd9D/C6qI/fORBj5NPf+uLDZsF1w8lwAHe8ZY3cezYFEqp36/Vwj84/6Jr/vreJ755ylB/dH7ozXgDfZolw3M0G1PUazPsPhhxywNNojTNLgu7586l5d42jyX0DZXQUAlycHnKhva6keLIhO9yqy2gPGUjqIGvqYYJA30Rp6wf4/HD8KU7F7Osz45o0SlNcIEmT7qrQEG7zEClrMZsTwpNNYyphjG1asSigVm+cE+Hm7+7mOFawEAdKoGVSPFkiXYl2jA5a4hiS7M8iXPIdQZw4Y5B7AniUmptrtcjBJef3eZjN0+z/4jCa1ma5MmEStBl/erheMlo7a43nnmdXrp0w137Duv3dNozhJXGiw2X464fWoADDA42wSV9/vtNX/zl119zXp+O5/6XjHe9aWn/Vhn6Y9x0Fww0Aq46q83mExJ2HzEokTfbV65UyvNkbr0DYwsvQgvWaiWmFsbUKhH1SpeHtoccnRhAG4GvQPkCKTW+p6mEmno1oa/WZclQl2vOn+Xz9zY4MFNjiYvMpB22PJVeTUxRci6l8frKOAtuP0ej2mWwOYfhGDffX2f/hG9ThD2TyZhKGvAEvmcd5moYM91t8dj2gGZFUA801aDQl0fYketKClQsiGORlZPZXHHpur5KHtsRMDejeM3FkzTrmi/c0Uet1eSMJcv0yjXrbggG+n5xcvzI9GmnnvNiw+NZrR9qgBfXq1/1Sg4d2DUtZPXtUXvl1qrunnLvo9XX3HTbYc5e38e1FwhO35Bw23dsxNP3LMdVjpp4Ke/2IAwMFQfueiWmXoto1tssHpjmwR1dPnnzMAN+l2WLA/obisB3lfte2n7OFkdrI7l4c8TLzxjjs7dWqPrC5qk7CuMntuCgqKWnV5d0woHnaYIU4GFMrdJhuH+af7sj4e5H+kAoEq2JIui699Wuz6DvSfobihUjMRedNcGhG0Me3jbAsj7FoNZZiF4IXaBEgshXWfOdOIEolnRjj26k+O5TFaK5Pk5ZYti89hhBZRkHjy2/8Yorz96yecOyD0/NtKfXr1vzYsPhWa8fGYADjC5dDXDUmC1/AK9f3Ti8m5+6bs9rBr3HOHBU88j2kGYo6KtYHpxq3ErZPuWhjwV2oKkECdUgoVaJaVQ7jA5N88iuGf7kU8PsP9DgtBWadiehXlWAQaZqh3MEhYBu5LG44fPmKyb5xnebHJvrp6KEzXqMDbFvHM0xWSPNsoriTgRPE/oJYRDRbLQZn27x6W80ODRXY1nTyYWux1+cpFq8BWu1YmjU4ORVAe/96TH+8BOaR7ctcqkHhe5hwurantIEkSSObRVPFEvaXcnMXEC9WuXElW2q9RZP7VvGBeddyFtPOeHGw+2N71BydtfI6NIXGwLPef1IATxdQpzCjl3ju1YuH/ntejD8ySXDa359//6Blxw4spcljZjhPs/yU+wl3ZOS0BdUQkMttNSkEmjCMKESxvTVOggxw6dvrfDw9kE2DNugEthwtJLWEQw8ja806Uz4buTR6VY4bW2HK86c4DO31ZmJPOpBQqzJGrxneRypRSXn4JaHW0euEkRUwxZfvV/w0LYmFc+nokym7sQaotgCPa1WB2uBJ2ZqnLJ6hp+8fJx3b69xrFWjovI21VZJ0igJgS+Jtcryd1ptRacr6XarnLFB8pbXn8XpJ55z29KVjQ9v2LjmIZJ4l/CWvNhf+/e0fiQBDrBm9RDAVmPMVmDL+PTY0ne89eL/OXXkifWPPPKQ2rFfMzGnCUOJ50E1gEZV01eLqYQJvmedSk/F9DdaPLQz4a4t/fT5ikZFZ2kAniesYxloqpWYIEgQAqJI0pY+03MVRobneMUFM3z5vhYznT4GQ0HkQFiiKG7l05Ut+HwH8Hqly2y7y9fuqXHwWIPRAUHdTwiUtf7dyJ5wvhJUQ00cG+LYhtVnWj6tdo2LTm5x+popHnyqxlBVUE0M3SiVE+2VJwgS4liipKGv0WZyWnJgvMKmTRcnqzeesPUcOf1L11x54YFE82S51/mP3vqRBXi63Bfw5NGj40+OLE5efmw8XH7RBWff8OB3b27ecueu+viYVRTqVc1Qs8twf9tq2C0PrYWzbhFbD/hMtqo0QqgF1sqFniT0oRpq6tWYgb4OlSBicqbC1GxInEiU0vQ3aqwenmbF0CxP7a/TSVIprpyEVSw1EAUerqQFeBh02XVEs+NIndAPGKxo+quGWgizHcGRWUHdt7SjEhi6kaYbSzqRpNX2mG2F1MOAtUvbPLA1ItZepqmPzwpUC+IkwfcFzbqHrxIm2wHj0YrZl7/ypVNxrN9Qa67ad8V5apcnf7SBna4feYCna9GiIYwxuxYtXrQHM31yq3PFBYuX83c7tm+L5yZ3Dg1UjvSNDs9Sqx3l69+uUJFLWbFYs2hAMDWnueXeOjPTPstHtZtEIQkDQTU01CoJA30dli0a54Ft8MhTdUb6Q0aHJL7STE5XOXXNLJeeOsuW3TGdJHANLgsh9eKHFbgiYZOnpCoL8Nse9rhvR4PFdUEz1AzUBYsHFENDCQ/umea7T9WRUtqTrqvpdKDdseP3pmcD1g35XH1eiy8/EKG1R19FsHQReJUxvvadKpGu0awL+ppD02s3bRhfv36NNzXLLwwMn3D30pG+SW3Q6scE3PBjBHDIrLl+YuuBY9XGqq9EevLEv/q7Gzr/9k9/9lvjB+/+GRHfF/3VvzU2Pb5DVTaNJDQqEmM0iUloG4/Ql84BdfOFAkk1TGhUY0aHZvjuzg4fumExA57H2RsFoe9Rq9ix1AM6ZP2KiP5Gh04ckPTSEnefU/G0csgmOoV+wuRswlP7KkgCGoGhHhqadcXIUMA5J3V56fmzfOCzEU/sGKK/Cn0dTTvStCNFq6NodT3a3RAlOkgZo42hXhVsXiM5//QmF5/ltT9z69Dj556zyX/Vy8//5Jf+7Y///IzTfz9cMtrXTpJZLcSLl9b6Qq0fK4Cna+P6pWD187nDB/cgpPcBKdUH9k5cqK6+eOCjmze3T2yN7bqk0XdQ1arHuOeJkO9uDWgEmloAlVARBIowMISBpq8eEetZPv2NGnsOVBk5QdNqG+Y6kk5X0e74GONz1Vlz/Ms3ujy5O83/NhSzC/MaTeHoS5p4ZQjDhK374dYHavhGuSIPQTWUVCuSKPE4YSTkP105zf/3iTqTrZChSNPtajod5QaoeszMemxcHnHh5jYPPzFAva/G2nVLk5GVS+4YXDrw5PDI9Nu27uomlUqFa9/wPjOwaPXci/19vZDrxxLgxTWyZCXkDCE+cnTyF5UKB9uto386tvc/gv7GRLL72OhZq5Y2z9bTY3hyjtC3Kop0LeIG+ro8vNPw4NYqjUDiqzSLUBIlwjbJSTzaHUXSSVy+dprMlFcQpeP7bGFGWgYm3OsSwlDjBx6etGP1Mh1f2r+ZbVU4Y+0UJ6+ZY/v2ClGsieKEVkcyPplQCxPai5qsWL6I6y71HthxoP7t1SesVudf8rLukiWLfq/d7hzbfEY/AL/2Yn8xP6D1Yw/w3rV4UT/AMeBXAP7yU7fTGBEvuf6a9tWmM/WGqtfZWPEj9u7ZgVIxgi6+mmau2wGtaIRWv87aA7tihW6sGKhLTljRZceRBGMkSrgAk2dnhCopXC41dCJBFIts7Hk3hqf2+RydqeB5IrsCpMULiZbMtUOCwEfoOSZma8Q6oFatUK1WWLN+HctGAoaXqCeCpn/Dm6/xv3r9Nea2vpFX8r7febGP+ou3/q8DeO96+09eCnDbocPjtwG3Y5J109MT+gtjh/WyJUNrTlrX+F0hHqKFZslgxCJ/mrkOTM0YjA6pBhH99VlabcFAo8o5J0Xc85jO0lN9T1CvKZoNhdYwM6dpdQwCRV/V9gUEwVxbcPeWKpMTIYO1iLEZQ7MqSHSCJ9voOOLxHXDG5qW85mUD1Pv6eMkZa/DN5PvbrckdZ59zgVw0PCgrodwGfKVSG3qxD+0Pxfq/HuDpGh0ZAvhK+nx2+ghShgNRe+9dh/fP0TUi+tnXjf7GqhFedmRS40tDZ/JBBvr3cnha8ej2IS49tYNhAo+YQBpmWoahhmGwT7J6SYsjE4LtezVjk5qVIwHDTYmSLaZmXL6MqrBxWYNLTu7w0N6YqBXQ3z/IpZedTa2iGZ8KGF6WfO2S5fv/YqrT559z5mmctH7pbbOtzsTyZSMv9iH8oVz/D+DHWfW+xQATwE0A+/cfxMDj1VCPTs5oncQxTzy4lSCQHDzqs/1Ag0tPjiLVfMX7rr2yfe1oXxLtHYtYMxJy1ibDooEZ5K4KFw1IHt+bMFz3WbtOccLyY+w52KA+mPg/85rgC7fdv+N9J6/x/CNtw959HtVagzVrNxMEkv5ZT/bVvUP9nL3jt35x9MU+RD8S68dH8PwhWH/9mbtAiNG5sf39S/oj88T+DmsWVThzY0KjPsUj22qEgeKhnQl9gc9ZJ0pWLx3j0R2DrF8lxLJlQ5PGmEPhwNUv9q782Kz/H6T0rfU0pdfvAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE2OjQ3OjQ1KzAwOjAw+n1SlAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxNjo0Nzo0NSswMDowMIsg6igAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 28321669
{'hecke_orbit_code': 9007199321849925, 'n': 1, 'trace_an': 4}
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id: 28321670
{'hecke_orbit_code': 9007199321849925, 'n': 2, 'trace_an': -2}
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id: 28321671
{'hecke_orbit_code': 9007199321849925, 'n': 3, 'trace_an': -12}
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id: 28321672
{'hecke_orbit_code': 9007199321849925, 'n': 4, 'trace_an': 26}
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id: 28321673
{'hecke_orbit_code': 9007199321849925, 'n': 5, 'trace_an': -2}
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