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{'Nk2': 4736, 'analytic_conductor': 23.11649188582501, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [37, 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': [74, 1, [39], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 1674331256938935720709105, 'field_disc_factorization': [[5, 1], [19, 1], [5749, 1], [107186621, 1], [28601241871, 1]], 'field_poly': [-22608804936, -305547358, 31004503, 102052, -10621, -2, 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': [[3, [-23355301401, -6853572, 30949008, 108368, -10296, -28, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199388958794, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 8, 'hecke_ring_index_factorization': [[2, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '74.8.a.c', 'level': 74, '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': [2, 37], 'level_radical': 74, 'minimal_twist': '74.8.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}+(5-\\beta _{1})q^{3}+2^{6}q^{4}+(-4+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '74.8.a', 'trace_display': [-48, 28, -14, -980], 'trace_hash': 1514667766334133573, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.076', 'prec': 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'ALdims': [6, 4, 4, 7], 'Nk2': 4736, 'analytic_conductor': 23.11649188582501, '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': [74, 1, [39], [1]], 'conrey_index': 1, 'cusp_dim': 65, 'dim': 21, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217802, 'hecke_orbit_dims': [4, 4, 6, 7], 'label': '74.8.a', 'level': 74, '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': [2, 37], 'level_radical': 74, 'mf_dim': 69, 'mf_new_dim': 21, 'num_forms': 4, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 76, 'trace_bound': 2, 'trace_display': [8, -26, 246, -2136], 'traces': [21, 8, -26, 1344, 246, 192, -2136, 512, 17995, 416, -1818, -1664, 4798, 25248, 18920, 86016, -21690, -61848, -16704, 15744, 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-54575575296, -9716866296, 58105079808], 'weight': 8, 'weight_parity': 1}
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mf_twists_cc • Show schema
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-
id: 40514609
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007199388958794, 'source_is_minimal': True, 'source_label': '74.8.a.c.1.5', 'source_level': 74, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 5, 'target_hecke_orbit_code': 9007199388958794, 'target_is_minimal': True, 'target_label': '74.8.a.c.1.5', 'target_level': 74, 'twist_class_label': '74.8.a.c.1.5', 'twist_class_level': 74, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
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id: 40514610
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 5, 'source_hecke_orbit_code': 9007199388958794, 'source_is_minimal': True, 'source_label': '74.8.a.c.1.5', 'source_level': 74, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199388959312, 'target_is_minimal': False, 'target_label': '592.8.a.c.1.2', 'target_level': 592, 'twist_class_label': '74.8.a.c.1.5', 'twist_class_level': 74, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 230350
{'charpoly_factorization': [[[8, 1], 6]], 'hecke_orbit_code': 9007199388958794, 'p': 2}
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id: 230351
{'charpoly_factorization': [[[-23355301401, -6853572, 30949008, 108368, -10296, -28, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 3}
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id: 230352
{'charpoly_factorization': [[[121811045690700, -3877427250080, 23335188845, 33392926, -331649, 14, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 5}
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id: 230353
{'charpoly_factorization': [[[180614596073463600, 1579522170220960, 1483794665244, -3062567816, -3220857, 980, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 7}
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id: 230354
{'charpoly_factorization': [[[3961472431938580593343, -6570543571900433268, 1390412893832996, 286842932600, -76993004, -2956, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 11}
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id: 230355
{'charpoly_factorization': [[[-29539083329887126819908, -18633168278569862104, 9456812475530925, 153525518374, -220217617, -2394, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 13}
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id: 230356
{'charpoly_factorization': [[[-8209806998612916086913024, -4810806042023234036160, -923860234922444528, -61987168123488, -768932104, 45108, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 17}
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id: 230357
{'charpoly_factorization': [[[-447973816628205463025333760, -7683270444203218427200, 2237285648018272528, 21938771820064, -2771354152, -11764, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 19}
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id: 230358
{'charpoly_factorization': [[[28809370235731277356539910364, -1801167489403797749658656, 22307010570320615389, 556248645613644, -11716365703, -21052, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 23}
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id: 230359
{'charpoly_factorization': [[[1027462128696828579277951572100, -54625924368997371389124820, -226541310082942967475, 11905929363102754, -30093841809, -288454, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 29}
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id: 230360
{'charpoly_factorization': [[[-3025644818515060423619030471760, 207110982451745662340486704, -3006186936153799189039, 9400886300143620, 80172785257, -578868, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 31}
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id: 230361
{'charpoly_factorization': [[[50653, 1], 6]], 'hecke_orbit_code': 9007199388958794, 'p': 37}
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id: 230362
{'charpoly_factorization': [[[-17783375191536878934228651284607, -707340709699238831664007220, 1016168567183904069980, 93797871203684622, 184795181812, -1176840, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 41}
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id: 230363
{'charpoly_factorization': [[[-2689470366349041232668776299291584, 17873027172681161598210422720, 101832522067918069029856, -969229202768856176, 2520290752856, -2669236, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 43}
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id: 230364
{'charpoly_factorization': [[[-30181683363137894626796611249458000, 29155681941929369439062352800, 945097296109406936041020, -375609694386326968, -2129967620313, 131044, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 47}
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id: 230365
{'charpoly_factorization': [[[-1454302628581095857314464446816837168, -4994891169014239358648324540000, 7116845547877431441654280, 4702025566710837424, -5371033511347, -983190, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 53}
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id: 230366
{'charpoly_factorization': [[[-18769415641272137883277222454557458432, 15266907269964223229603795322240, 28166380610551126082259472, -9424797518878647616, -10021292628988, 1215568, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 59}
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id: 230367
{'charpoly_factorization': [[[3614437304187153301321500587969163776, -6912304159659632008304958135440, -7036752784955578184377903, 17196253126561020394, -4827429563909, -3136358, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 61}
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id: 230368
{'charpoly_factorization': [[[-23791893047577304233561839340166208, -2936157852072572481089669496832, 2935445586079865453293257, 6488332710929915140, -4209610745523, -2179276, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 67}
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id: 230369
{'charpoly_factorization': [[[-14898857175013304572781605110133571664, 46537745898660603730500572344512, 48508373869626686052606616, -30307214913386025216, -23395080937381, -325164, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 71}
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id: 230370
{'charpoly_factorization': [[[117621599286569754986984240803095969849, -843944604771832246368073522852432, 125878381166179267729777156, 167010685099468056118, -32089947027724, -5011444, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 73}
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id: 230371
{'charpoly_factorization': [[[-22406193822084336984309831892190890656, 25462259693021629586515456972620, 92576626040076018901291809, 25842808679618910576, -16241002313363, -3173032, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 79}
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id: 230372
{'charpoly_factorization': [[[-1837777664137794684220353290039402294016, -1728558134054159641824287536077696, 135417213610445829185379664, 533251111784903163488, 178049318542511, 22567048, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 83}
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id: 230373
{'charpoly_factorization': [[[96715277310751776623213043936057731088384, 3651772166921895824778276469277696, -9944508442259583302340407552, 830891589604062921280, 171339407079440, -26836996, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 89}
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id: 230374
{'charpoly_factorization': [[[-15171371985967435867230086686722993681664, 15804965177879509464386097707263232, 4303364489525348636473618448, -938936352909100240000, -224520875657720, -295792, 1], 1]], 'hecke_orbit_code': 9007199388958794, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '74.8.a.c', 'level': 74, 'portrait': 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q2zbJlWXLvZoaQqnDlf49uHXA4cj3npXESiWrztvgbvusdSUuMcP1fnzCXNzHzC7GLE+UXLiYUU3D//gytsGh9hZr7O4opLu6swVhMnHpunNI4q8eLhFZ4+OH/tcuPya1eW2tvm5tqPvOe9Hwg//cmPv9qQ+DM9/lIz+JlLq2waETQD++FLl47fc+LQH8kDJ+bu+eCDx3Qv3Mwrp9cxM+/Q7IC1gsQIOt2E1WbEQiPm8jKcWoSJ8Qa/+MNL3L6rzIX5MS7NV7i0qJlbsswuxlxcSJhvxdTHety7r82de8GVJTzlMbfsc3lRM7ss6AQQxwbfNVT8hNGRGAOcm41ptmHrOodKKcBaAcKl3TVsmQ5YWtVgUymy2oYgBotluRGyccqh1VUIZREmoOY7bFnfY7UjOHdJkxjNeE1S9QWeA3Es6ASS2WXJ5SXL3EqM5/XAibnrujb3XC+YrJVYWqlxYc7j0iLMLcbMLcfMLMOpJctrrlvkn/zwCutGRjh3eYzZxTJzy5rlpqTTNSTGYi20ugmXF2MOnotohSv8/I9W41MXtzz9kx/8HrNrx+6nw573v9fGGgjxl7fQ6y8tg+//1me5/rpb+fG/8/f/xR9/+bG//4UvfnXnhfmL275xsCHvvqHHtnUCkzg4WuG5AkdJlBQgBBYBWJSwuBIuLfk8c1Kxb+cyezf3KPvgaInrKFxXUylJyo6k03Y4dtbnawdczs0HNOOIYxcC1o0v8/Z7V9i3s8Vr9jY4uxiz2BGUvR6nL1kazQo3XCNZ7SUcOauoljWHz8GuDZZemNBLXLSOGK3C0QseSic4MkY70A0kt+/t0O1I9u1MaHYTzl2qsn1aUSmHrAaWqXqHlXaTTz4KL55JeOlMj60blrhxT5PRsZC33tXi++637JiukkR1zsyMcOqiw4VZw8X5iIvzCafnBedXI27avcA/+eEW0yN1LsyOMbdUYrHhsNqSNNuGVjem2U5YXo2ZW4mZWYKLK7Bn6zIfeP0ludqKt5nehe2C1h1TG6ZKjjP99f/y8U/xR5/51KsNmas+/lIy+L/5tc/zbz+zW33s5/b/n3OXl/+PJ565oC7NdTk5ZzmzbNmxeYVf+slFrt9c5eL8KMuNEs22Q6OjabYljTastBJWmjErzYSFhuXCikCXetx9/TLvvz9k+1SF1XaN+eUSC8suiw3BciOVCCstQ7NraAaWTi9mvBaxZZ0BBJ5juTjvIKTH1inF9g2WDVMd5lYCDp6ocusuS7m0wqGTY1QrIWHoMD5q6Pbg2i09Pv5onT2bY4LAMjEiiZIuVd/j8NkeJafCzbtjXjodMrfksnHcY/t62DIdolTExUVwHYsQlq3rYkarklbXo91xaHYclpuK5VVYahiWGwmLjYTZBiz1ErZsbPP+Bxa5e6/Gd2pcXqixsOqzuKpZbgpWm4ZmO6bVSWh1Dc2uZbElObsM1++Y58M/scT29RUuzo5x4nyN5ZZLKDcm4xNj/+LHfmjbPz11aDbZue/7X23oXPH4SwXw5tJRqpVS6cTJ81v+4AvH32eiY/9859RFmu1JDp+ynLsccWEJTi7Bri0L/MufWOL6rRXml0dYbpZYbbs0WprVlma1BY2WYbUVs9KKWW5a5hqCS20Los277mvw1tsN16z3CcMyKw0/+/eKlbag1RH0AksYW5IElLR4DpQ8S71mmRqL0E6PU5dDXj7pYeIKb7kjRDurPH9khG3r4UvPxtx3g8d8o4uvFXESMTYKceSgnZilpTL33tLkS9+qsn09PHciwKHMm283xKLLy6cSzlz00dJl3ahmtCIoeQLXFSgBsYEwsvRCaHUsq21Dq2NY7RiW2pZukrB1U4e33tngXfeEYKosrY4wv1xiqeGw3NSsNASr7ZhGK6bZSWh2LI0uLLQklxuW63cu8uGfWGDXhhrnZ8e4OFfl9IzLoVMRS+0V3vWmaa7dfs3PN5J9nxoZ23I+ibvd++7a+2pDqf/4SwPwF186hXLXuSY48mPnzx77la998yVx4MSSfMMdHfZtHePF4z5nZgIuLSZcXBGcXjZcv32RD//4Ejfv8FlYGWG5UWa15dFoOynI24JGy9JoJ6y2Yhptw0rbMt8SXG4YRusd3viaFnftjdm6TlErOTRbPp4jAUUYS4wRGAudHiAMo9UeJ2YsxoZ89bkKQafEzo0ud+/rEJlVHj9Q5+ZdDidm2zRWaty5r8PXn/dYN2Y5cs7yP72zyZGzHuvGJF87oLj7WsVyp8npC2PcvDvk8Ze7xEGZu65z2bG5Rzdu85XnFSSCUxc1tbJGC+h0JcYKEmOJYkAatGtotC2VasTm9QH3XNvhjbfGjFd85pZHWFotsdJ0WWlpVpqCRtvSaCU02zGNjqHZsax0YL4tWWgl3LJ7gX/240tcu7nCzPw4lxaqXJz3OHURXjrV4/rdy7zhZsWpmQ1mfPoGu3vX3r9z2+3X/+785dlw3YadrzakgL8kqfq55VC2u+23f+Obn9i5dUx95OWXn1cVVxPGPlL2KPkxZV9QKSlGyoYgskSJ4sWTk/z871k+/JML3HxNhO/FuE4Fz/XwXBfP1fiuwvc1ZV9RLcfUygnjVcOGEcFCu8rDT1b5/GMBN+7qMj2W0O70+K47A7ZNG+JEoqUljOGJwz7n533WjxoOnfLBjLF3k+KWmw2e3+KpVzosLI5w/bYysVjh8rzDbbvg7GzERMVncgy8WU2n5zG3rHG0w7YNDV45M8Yt13qcudTk/KU6b7szYb6xxLOv1Dl8tsJr9pT4gQd6INscPGOYGmsztxDx+EGHXqTQErSxbFsf8sY7Q1ptxYZRwy27IAwrLDfKHLrssdp2aHYUjbak2YZmJ6HVTlLW7hoaHctyR3K5JVnpBty1e5F/8qMr3Li9xMW5OsuNEo22Q6sj6fZi2oElMD6u43BxNpKHTzxBo2P+08rqgfLrXveek9b2viCEb15tbL3qAO92AqI4+uGnDhz4d994+vjYfddeZt9OgadKxNanrCssN1wSI3C0pOQJqiXLZGJIrOTFk1P8o9/WfO/dy3zg9Yts3xgwt1TF90qUPJey71ApaVolSbXrMFLRdHoJ7W7CusDQDSytnsfygs/FC5YwNszMxnieBQSusmgp6HQVAoe4o7lpm2DHBsuWjR2CpMWX9yuOnhzlTbd63HLtCh/9ssUVZbZt7PDStxQb64qJWgdflQgjh/kWVHzNpnWCF4+G3LK7xP03L/J7D3dxnSpvuMPieB2+8WzIl56p8MqZEtdsKLNtfcLkaMj2iYgbtiUoZdDKApay5zFZ9wgjh1bH5dAJh3ZP0+kq2j1JuwvtnqXdST97q5vQ7lqa3UySdBSzq5ZyrcHfeec833tXyL7tFS4tjLDSLNHsOHR6kjAWSCkYr0nCbpnHX9A8+XKM41qayWPOzunavzt17ODypq13/L1uu/t7pUrpf1yAW7MMdH9y9dyjHz55+Nmxi2dX+eyc4uZdXbZOJyilWWlUCUNJEFqkBM8VlH1BkhgsBi0lh05N8MKJMicuz/POu9vcc12Xeq3GcqNMpelT67q0O5pWdrG7PU0n0PQCSy80hJEliixxkj7D2MUakErgaIHvCupVwWgVpicMm9Z1mBht8Mjz8MQLDtKM8KZbHW7a2+KpVyLCXo27bxI0ul3mlyrctdswUe9Q0h69WLHQjFBGcNNuTbkacOCYz2tvGeHOG1scOKbAjnDrdS4/8bZlvv5iyNf2Vzhy3mfLpGJ6rMRotcxIFUoeONqiJBgLR84IkkQQxYIwhiAi/YxBQjcw9AJDp2foBIZ2F5oBLLQlC23omR4P3rzM2+5u8gMPGqIoDURXWz6Ntke7qwlCgTHguZKtU256HUyPndtbXLOhx75rFK0VxR9++utjm/d0/9X3vf0BvdRo/tb4SO1/PIAH3SZJrH/iuf1PffjU0W9O1UsJN+2ocOKiwzMHPZ53YKJi2ThhiI0EQEqB60jKnsUaCRikSHCVZKFT4hOPbuIbB5rcd8MqH3xwlRu2txmvl1laLdPqenS6TgZslT5DQRBJolgQx/T9X0iDSq3Bd6FcMoxVIzZOdYhpc2Im4pOP+5y+UKHulbjtOs1d+5o8e7zBV79d445dPlvWd/j4owIlPGrViNV2gLGgBEzWOjRbLiYu8fb75vnEl8rsmPN56x0dwmiJx18eJ0p8br9uirfe1mTX5gbfONDhpQtlDp5x2TQmGasJyp7AddKbMHVILcaCMZYozm7WyBJE6Y3cC6EbQqsnWAkEyy0QusdNu1f54BtXufe6hIlqidVmhZVmiVbHo9lxaXY0nZ4kiCTGglaSallSK1s2rZPcfaOLp12a7RJHz7kcOd3g8so3p7ZOeR++7bZ77dx847fXTY38jwHwJ7/+B/ze1xw+8mtf/pF6ZeUj6/0TE72uATzWT0oc5bHS0kSxwffSiycAhEArgesojAFsghASpSyOMvhasNxVLDVG+fRjFZ451ObuG1f54BtWuXlHg/GkRBx7dHo+7a5DN9CEkSKKJXEiSYzAWIHAIoXFcw1lP8ZzQ1wnYGYp4OHnJCcvupy5OIoyHjvWu1y7XXHr3ibKW+DlU1U21stcfw1MT66w3Kxxw0ZJbCyP7PcIOpJ6JebNt/f4wuMR52er7NnpcHm1x+HTDpvXjXLj9gWeeqnFtw4LgtBl7/Yx9m722LupxanLy5ycgf1Hy5w4XaGsBZ6WVDyL74CUqWtgbXqzxgmEMYSJoB0Imj1BM4LQxBjb4zW7mnzwjU3uuyFh/ZhHtzfCUqNEs+3S7rm0uzp7pitfL4Q4BmvTTEMYCxZXfbo9lzCWLDdhcSXGkbC00OEzf/KVqXrp2Ed2bhmLrf3YR3/51xQf+ls/8NcX4H/0uY9zw4ZZfuzNUz9w8PDF//AHf3Kq/vb7lnngpgpzSzWkdPEcyUhNEseAACVTdrKAkhIpyJ4CpRK0NjgaPMdSchPqvqAVOKw0R/nsEzUePdhj3WiH9z3QYO/mHr1um+u3WzZPK4LIIUkUiZHYHNzS4OiEc3OWM7OC1a7hoafKzCyOYkOHUV+xYVyzdVpzzUa4fkcTIxf5jS9UWF4e4Y69mut3NPjGQYGIHaZGJZVyTCdykVaClSjt0ugJ5pYF19kyD9za4ukDJTZMuNxx/Rg//rZFfvdLLfYfq9DuOSytVtm+ocSe9R1u393i3a9tcWl5mYee8ljqeJy77DAz4+IogZQSgcBYS2IgMpYkNoyOR+y7rkMQROzdHPCeBwKmRhRjVY8o8rm84NPuunR66SrX6Wm6PUWnJ+iGkm4AQQhhZIgTCzYFeKebkk8cGzrdmEYnYWnVcqlhuXf9BRqXL098bP++/6D8jdGvfML+wRce+h3e/o4f/+sH8D/6o8/yhjsfFH/8jS+8d3b+5G/6nCnfuqvKy6fhdTevsn5CIQX4rqbaVYSRIDEpW1jSr+MYQiVRSqCUQGuBoxNcbfAcix9aSq6l5ifUS4JOKGmFFc5crPAv/2AMTIyIY27d12H7dEgcg7Em7wRCCoFUAu24HDvvcuSkT8XXVF3JRFkwOS6ZGtNsmFRsXZ+wZ+sqiVjiP36uxrnzde7Y7bB3W0I3bvHtlz3qJYfxEUu9GlIupVLIGEmjp1huW5YaCY12iXuvX+W5Ix2OnlfUaz63X1fnb7x9iV/+PBw4WaHdtay2NHPLNaYnykyN9tg63uNn39uhVm7w0hk4dkHiOBalLEIYIAWhtel52zadcPcNMUnkEMUe1pbphQ6ziy7dIF3RemEq3bqBohtIeoGgFwp6IQShJYzSOp84thibyrl8tQhjS7dnaHYMl1clkRNx866Q/UfGeOX80fqDdzV+89/+/R2xqv7Yp7/w0Kh9+zve/dcH4J996Hfp2FB9++Bn35X0lj76pW9e9kdGE954+ww7Ni2zedqh3fFIEoHruJR9TRBKwliSJBm4E0EcC8JEEIapVHEdietIPDfBDy1BZAgiQxhaajHp6zhlml4kCRKPKPE5erLCwaOQWEsK7VQbOxJcldZ8VD24fj3USjBSkYxWFeN1zdQYbJkOWD+5SmSX+Y+fG+HU6RFuuUZxzSbJjk0rfPNwzNzSCLdul4zWDL7bxZMeVgniRCKsJU5CVto+c0sOt+wtcdPuFk8d8Fk3Kij7VW7ZbfjQu5b4D583HJ6psto2rLYUCyuaiXqF0VqJ0doItXLEZCVi6y0hnhPj6BilEqRIgwlLelNFkWJ+QRPFiihWhJEiiLJjmOrrIJT0QkkQiiw+SYGdF7CFUQruKLEkiSUx2SoRW8IIOoGl0RPMdwSNCD7xtZitGxZ5y92WqnOxfOj46EfrE79rHrhHfu4LX/zt5O3f/RN/9QH+7cc/xsSorw6dXH3P0dPnf2/31An/B940yqMHJfuPtrn7ljajIx5atDFG4DgxvufSCzRhJIkSSRyn7Jc/Qy0JYoGrBZ6rCCNJmLkhYZykrkg8eMYJ2UUxJIZUbxv64BYClAQtwXHA0wLfE5Q9SaWsGClLRkcEU2MxW6c7VCurfO7pkMdfHmN1sca+LYqt6x12be6RiFUe2V+m4mgmRxXVco+XT8ErpzU3bLZ0AsWNuyL27bDMXk5YWHHp9sq85bYWT77U5cSMolKSeG6NG64x/NMfWeKxw12+8NgES03L1qmElYamXlOMVByqZYdKyeJ7Bs81eDpBq1RqyTQ2x1rShJURxEb2ySKKU9sviiRBlDovYSTSwDRj7Jy10yNEcXpMHScynW/pRdAOBcs9xWLXEnQjFhdj3v/GWbrdTXzpyVFOXTrs//D3bvnYgRe3/+hKe91nfvtjn0x+4ofe/1cb4OMjRrZajQ+cOTP/q488PeO/sEFw/42zvOGugP/roxXOzTi87w0t3n1/g6kxg+OU8dyEIND0Ik2UBYJhJLMLIokiSxgLQlekFyQWWcBI9nOZ5ZcfE0OSpEtpvrSSuSVCCKRMtb7W+U0j8T1JpSSolS31qmHdWMDkaIvYrvLpJyW/+6VxpnyffVsEW9Y7bNtg2Lp+hc9927K87LN3WjFag2o5Yu6sZH7Fw90OQSSYHJHU63DijGWlaZhd9Nm1zef1t7Z4+Amf8Sp4rouSdW7YIfipt87jyHn+5KlRXpnxWdeMmKrHjFQU1ZKiXJKUPI3ngueA1jYFeRav9EFOemOn50KkN37mIEVJmtCKoiQlhshkBGH6hBFmP5d+H6IsiA1iQTuSrASC1Y7Bc5r84Nvm+IE3Ntk0Yfknv9PFMsv3v8Uw5sz4zeXKbzZCTydG/yEpz/zVBPgffvpP2H8s+ZGV5Rf/Tbs5WxsplXj6BZf9Rz0SYTiz5HLiomH/sRaXlxf42+9aZd14QKdbodH28UOHMAN5mC2rA5CnxxzgA4aX2QWDJGOZxNiUsY3F5j4gKXMLkel5JbJgFXwPyr6hWoqpV2Mm610mRld5+mjIx75a4tiZOttGHHZMw6Zpl03rYM+WJp24ybNHapSUw+Sool6FejVgdCTGdTVCpDdXN3BZbkasdiyNdsz8isuW6Sp37p3nq/s7HJupUfYiHOUixAg7Nip+6A2LvGbPPB/7apVnD9VZamumajH1ckzZl5R8hecIPEfiOAKtJEqR2Ycpyi1pTGMMJAaMIbv5UyKIYkscG+LEDEAcp/o6ii1RQkoiMUSJoBenz1YsaHQsnTBgrNTgb79rkf/1/R1Knkun6/Iz7wkBi6/qHDxR5eDRc7Vt27r/8f47bnWfffrh373jnrf91QP44lITqdRPfuozn/vwF745O37/jV2m6hV2rYOZ5RKtjmB9FVq+oNV1+bef9ThyZpG339vi/htX2Djl0WiV6AYuQZQBvQ9yRRTJ9HUG6pSJJFEisqVTpnIkAWNS/7YP7jRJmTE3aJUmTFzH4ruGkh9T9WNGawHrJ5rMNTr8ykMOjzw3xvJKhZ2Tgi1Tgo1TLpumBNs39NDuKp94XHP6QoXd6ySjVclIJUHKgJkFi6dTB8haQRhptk412U9Cs6NYaVrmlkvs3uTz7gcafOYbLmfnPBwdIYSDsRWiWHLr9hW2fn+TRw50+PgjYzx/tsLGUcFEJaHiJ/iuwHPSXIGjBVqlbpOUol90ZElvMmNJnZbEZkC3faDnki6KC8fMbgwTQRBDNwN2J4ReO2L9RIvvuWeJ7723wxtvBZuMMLtQphe61MsOjZbHmbkS8ysKK1tsql8cD3rXfuTe+79HBb3Wb3l+9a8OwOcWV7BC/viFU49/uLV0bGpd1eXkOYFEMlJJo/yRkqXVg1YgWFWKld4In3rc5/GXG9yye4UPvL7Ld90RMDXm0un5dAOXKNJEsSaM82BJ9o9xnGnLJA9MxUBrG0FfldiUuaUApWzfR3cdg+cmlLyYailgot6mG3X5xsuWT35zhGcP1Rl1HW7YaFk/Jlk37rJhUrJpXcg1G1d46WyXh56cZERpJkcEtYqgVo5odBK+9G2fqmsRIgVWN9C8/e6ALz6T1oA02ob5Fc2mqSrvvKfNs0dbHDnhUvFilBQpyE2ZXphq/R96fYPd6+f5xGNNvvVKnfMrJaZrghHfUnYNvja4DmglUDK9kbNSefL6ulyq5StbYtLqxHzVi00qX8JEpMydCLox9GJJO4FeZAmCkFKpw/e/cYX3v77BLbsskyMezXaZxaZPt+dlfrpLMyuAc7Vgz6Yqi8uC4xdfmVrpjX74e992t0nCxd9R7sRfboAn0TJf+naDlRY//OJLD//rUfPl8b2bHFxZZWHFpd0zKJWgZIySBkdZXGVxtcVXklXHZa49zhf3l3nm5Raf2dfgPa/v8ua7ekyMOgSBRxg7hJFDlIE8jhVRokhiSWwkSQHgxmbMbQZFk0LYLKhM6zi0NrhOgudGlLyQaqlLQpevH5D8waN1Dp0ZQUQe20Yt6+uWibpicsxlekKyYTJiy3STCwstfu0LFeKgxKZNgnpVU6tArRwhnJBmt0K9ahFCYC1EsWTMU8QmphW5tDoJK03FzEKJ666p8tPfs8pH/tDj3EIFraLsxtDEsU8vlEyPe9y6s8m+a9ocPjfDJ79Z4qvP17nUKFHxFFUXKk56Xh0FWqbpfCGGy0cNYE160yVGkFiIjSDJAB0lKWt3E0HXQC+2RHGCiULG/A7vfv0q732wyX3XJ1Q9l15YZn65RKfn0e3lySKHZiftV22005qYTk+xuBJzfGaOA2cemtq9ff5fX3f9m2NrX/ovlxe2s2HqLy61/xcK8G63x3ffNfqO/Qe+9ctf+sqjNSWX+YHXu+zdJqmUSiysaFZ0GtQJEWeRvk3T4tLgSoGvJCthmcXQ4wv7KzxxuM3tX2/xd9/d5NotAZN1Ta2iCCOXKHKIkwzoicrALUmMxFiZ+bSin35PmduglEUrg9YxnhvjqJBmN2KhGfF/f87nzPwoB47UscZlvCSYmrBMjAjGa4rxusO6ccn0eMzGyQ7j9RUeecHw/Ct19m0SjFbzNLahUgoRToDnabRK/761kCSSbqDp9iJiI2h1Da22ZbnpMLtU4649be68bpVPfM2ntKzQMkoBaTVx4hJGaY/nRN3nNTvavGZnm/33X+LcguRjX60zv1rm4pKHqyQVR+DmMkymgWefyHOpQqbHrUiZ2wiCBHqZVCGJsXGEUiHrRzvs29rhQ+9ucdteQ7XkEEYVVpoenZ5HL3Dp9LKEUc+h1dU02opGW7DatKy2EhZXIy4uWnoi4m3Xz3HwQDh+eWnDL1+7986VIOg89BeJyb8wgD/2zDHi2nr15Yc/vvP0qRO1zjI8eXya6fFZfuD1S8AEQvgIobFobJ5uxyBJga4lOCrBU5K2o2hGFVaiEl99foSnX+lQ8Xr86FuabBqP2Lahy13Xt9AybREDVchKprXS1haYG4uQFiUSgshiiUHGHD4jee6o5uFnqxw+XyWMy1S1YrJkGatYRss29cFrmrERzXhdMD0Ws2Gyy/rJFR4/FPAbD0+xvq6ZrEGtoqhVBNVyTMkLePq4ohdqnEoKKmsFYSzxteLm3V2eebmeFj51E1abDourHnOLo/z0W+e4uLjEMy9O4khARBggjjVh5BCEknZXM1r1qdcq3Lm7w/37Onz/6xY4esHwxWd9nj1a4vjpCrHQBIGiEymUkAgh1gSeWU7AGmJjscbgiIQRN8Qn4s5b2mxf32PTRMwH39zDdxQV36UXeqw2XYIwnRzWC500adTTdAKHdlfR6iiaHclqy7LSillaiZlZMpxZNnzgzcu88+4Sj+53OXXh6drczOzOD7z/+1XYOpK41Wv/8gC8vfQy5bER98UXn/2xXtj6NyX3NPt21ZhrSB5+ZoRbdy2ye4NLL1CZz5pKi4FtJ0CkNSBKirS2JBZUNLRjScfx6SUe7VbCv/nEGCYJWTfR47otPcZHYt7z+i5bpkKiSGR6W0KBucn0p5QGIQWffazES6cqCK05d6nMzFwZv6QY8QT1iqXmG2o+VEuCkbKiVlWMVjXjdZiox6wb77FxqkliV/nskzW67Qq7NllqZUW1LKmWDFU/xnFCHnnGJ+hInCmQGZiiWFIpKd5ye5cnXjC0A0m7m9DspN1Is0tlrt1e5T33NTlwuMy55SpKGiDK9LJDlCiCKE3MtHuaRtulWipTKQVcu6nHHXt6XJhvcPbyKtpJOHha85lvlhFKpeAWcvgiWgMYsJYoStg6FfO+13eZqCXs2WpZNy6II4cwrBHFLsvN9EaLIk0YaYJI0ws1QZBWanYDRacns1Jdm36+dsJyy3BxVbDnmgZvvz3m1IV1HD0vmV05zTXXTP+bF154tnO5ufN3H33qcPj6e6//ywHw518+j+fN7758+cKvfPOxg/L8ok/VD6m4msNnavzHz3X5j/9Tg/GREs2Ozgp3UqsvSdIKOITJtLFNl9MIPAUlbQgSCBJBL9EEniY0JRY6Nb550GBFwh8/GyNFnKbcbXqRIDNLUi8QIRRCSKRSxJFGGo2jJVUPtk9aKo6h7BnKHpQ9QaUkqZYUtbJmpCoZrcH4SMzkaMCGyRYJK/zff+Tz1MtT7BiH0XLG3mVJtRRTLoVUyl1KpTKekiiZaXBSORBFDr2uoBsktAJFu2dodU3aMldxuTg3wr3XBXzovXP8u89ozq96CGGwNsIklih2CCNJL2PKaldT8V3KJZ+yV8b3IqqlkFt3hbhOxG27Yj74YAetcmloEMIOi/JM0iWJREqF52gsHr1As7isSZKUmOJEEycFRytWBGGaGQ366X6ZpvvDtGS3GyR0uobFliCSAf/zu5fZPDnKi0uKvdsjXuNLTh55QSrh/cqmTa0ng25w6C8Cm/+vAf7lr/whjm9LJ08dedfLh04LS4nN43BpMZ0Tsn3ccmqmzlOvXOau3T08t4SrwNECx5G4WcqXrNhJSZFpcourUz/bT1IbK0oGGjG0gqiUjlWIjNe3vWzhvfWzlAK0EJkEAr9k8bXFVwmeA54G37WUPEHJlZRLkrKvU4BXBPWqYawWM14PmBprs2Fqid942PDxr65jc10xUTXUKopqWVEpQ7mUzim8vGQ4ddnDd9MbF/LaDUEv1GyfNkxP9Gj2XLq9jOU6ktWWplryqZbrfPDBeU5fnuU3H9qIlhqLITEJsbFEsSYIFd0wBVTHl5R7mpLnUPISGq00xnCdBEcnOE6ClmmjhJRpOl9kz7R0JZ1IYE0q7xomi2eSQgBvJHGiiPsZ5kEiLk3/p+SVp/zDiMxftwQxNHqWe29cZcc6jwuzNYxRVFyHmTmFkgFnTx8QQdh418ZN20798UMf737vO37w1QW4K0bdM2caP3fg8OzP7Vy/INePlTh1oUq1JFlqxHhOTC92+cxjNfZuzE9kbtNJHGVInDQgRJghbzoFdWZhZQmbOE+1ZxZXYkU/UMKKIYCnmbw0sNLSpO1dKnUWHCVwtE19Yy3wPYnvSkqeouQrqiVJtWwZqSTUqzFjtYCJ0Q5b1i3x7PGATzy2gVHfY13VUCuLFNwlScU3VPyYajng2WNw8GiZnZM2072DtHk3UNy2x7JrS5f9h+p0Aku3l9Du6gzkDmW/RMmv8/7XLnPw+DzPHJkGqzAmSc9FbIkj268n6Qaacs9S8hW+a/BcB89N8LRB6wRHG7QyKGXSLVhkKgsRKbRzOs+Dc2NF1pOa1rMkRhRALgYgT7JcRJSm/oMw3Y0iylL5xuYWpWW0FvO++0OarQnOz1WYX9YsrVoWVhPOXE4YH2/LrZsv/59hZ9JVavxfAOGrBvBeL5BR2P3Fb3719/7e0vySS6TYOtVjy7SH52iqZYdqWeK5MQvtMc5cAhNrwjj90FKAVBKtUx0uRLqUDwAObubJ5tm3XLebrJLNmrRgquhxDwN8kNBRMstY5iuIThsGPEfiuQrfU5Q8QbmUtsXVygkjlZh6NWB8pMuGyRWeOdblF39vHecv1rlmwlAvQ62kqJQUFR8qfkLJj3CdHo2eRUmFoyxSDt5YmiaXRLFLrRTRiQ2dIN2fp9NLaHUkjZKi3PLwvSrbpiP+6Y81+IWPSr59ZB0WhbGGJDHESUwYG8JI0QsVXU9SChS+K/Fcm0671QbHSf1+rWwKcJWCW2bOSgrywSNlcvrBusluzCQRJDa1YuMk6yDq17bkSTf6CTebXWdHC2plSbmksNEUL5+scWlBpRWVrZj5lYTYJFy7xeHC+SW3c372f/tbP/lmp9Pp/ny5XPpzp/P/3ACfm2+x2gj+xey5h39mzDvqv+l2j8uLIzTaEeMjIZ4bM9HTTLYVk6Muq224NJemxaM4BSvkbC0zcNq+bRgnNkvW2H5a2Rjb73K3pDcJhn4SJ7e/cmkicnBndeVKpTeOzlrRHC3x3HQAkO+lIxlKnqXiG6rlhFo5YqQaMlbrsmFylWeOdviF353g2Pkxto6lDku1JKmUZcreJUvZTyj7EVES8vtfqyKVwpEWJQY2obEZ+yUOP/SmFb7yfEgr9OhkAG93Fa22ouFpfNfDc2rs2Rzzz39iiX/8u4JvHVqHsZLE5Gl1QxSlVX+Bn2pgzxP4jsBz08ymq20/Y6uVQar0PUlpERIkaX6gkPLsOyzWDsCe5MdCMi1JsmrPJK9rSa+xyZhHyrQobnxEopTLgaNVmq2EpUZIq5vQCdLirvERzeVZyaVFWGif8qv1h95Rrfj/+LEnnuGB1975/y3AWysnMdbc+fGH95du3HaRa7eVuHGXhwVcnYDImCqGbx+uMbdcZjmWuG6aPjaZlpBSZB6x7IM7UQadiIyt02N+go2xhRPPkCSBQTJDChBSZBdxwN5a53UnEseRaf2GK/C9dOZJ2UuolFJw1yoh9VqXyXqDZ492+MXfGePwuQk2jQrGKwVp4msqflq/UvJjSl46MnlmaRRHCZQ0mS03CDKTRBLHivWjljiOaEY+3cDSCwzdXkKrJyl1FL7r4Do+jh5h76aYf/7jC/yj34ZnXpnKpILJ0ulJxuSGwDP4oaTnqr4EcxxwdCrR0jqV1JaV0mZEYAfEMMB4euxLloxocunSX1XFUAFXUlh1+00rrqLkgesKtDScaXV55rglzLqpLAJ3BTib4PoxOzetUDKP7929/cd+2dr4b/15cfrnAvjjj30dKVT5P/3u592HnurxsWCSe29qcdM1DcIw5dPUiZIgFd/cX2LCC5ke15StwtEyXbIF2dItUvYWGcCNwKhMimRND31Jkn3N1cDNgLnzKkEpRR/cSsqsSSKXJ+A74LmGkm8peal+LpciauWQeqXLxGiD50/0+Me/NcrL5ybZUFdMVgwjJUHVl5R9RbkkKPnpzZGm+kOeOSJo91x8RZYuTzV43oSQGEEUayq+4q7rWzx7uEYnSmVK6jgoWp7CcxWu42b6uc61mw2/9Dfm+Ye/Dt86MkVkJJExWbP0oAczcCWea/o18/ln1ip/pqUKeRo/Tb5ZpLj6NS+CvJ/i75fhZtnQJCvisoNiLmtTR1LLtJit4sOGyZhbr1th3XQvm6lustVNEIaSm3aE3He9IYqMc/LSF2+or39/+auPPNJ501ve8t8f4POzx5lcN11/7Btf/TWX+LW7JySLrTIHDpV57HlDNzJ9/9nRgpon2VwH6eeFPSlwRdZBQ6aTrcz0nrEDR8TYfpGULR7zM15Atsi0SR/cWZGR6gMcVFYx6GhwHXAdg+9mBVZeQimTF9VSwEi1y2i1yYsnA/7xb41y8OwU03XNZNkwUoJKNqelXFKU++yd4Hsx1XKPxw+6rDZ8RkcHaXLIpJXJtatialzx4E1tHn/O0A0FvdAUQC7xHYnvaBztonUJKQ3XbrZ8+G/M8w9/3fKtY1NERhMlJq36S2yfyb1I9qsLXS3ROivCkgKl83ND//31b0KuTOvbIcnCAOh2kO7PgW7z72UUJLMAW0n68VbZHeFvvFVQKXVwdIwQ6aoWRIpWZ5S5hRILKy7zDfXaNid++53f966/efzMudXd27f+9wX44sIcKysr/7C1fPwD0yMNrtvmM78csdIytHqCbqRJkgzgKmshK6X6VimRMWtWBCSKQWHODiI7cbZ/ovIKuCFJkgE8z8jlF0TIvIJuoLvzoFUr0voMbXGctLHYdw2+m2TDhSIqfkC13GNspMGB4wE/9+sTvHh6HVN1h6lywkjZZuDO2NuXlLyU/X0vpuyFxCagFXoIJXFyBu9rcJExXOZARA4Vt5eWC4Q+oznIewkdV2VbokgcrXF0vgGt5YZtlo/8zTn+wa8avnV0HZHRBIkgTEzG4gI/Slv5XEfgapOtXjJdzbIVLT0/oi/ppBisgvl5La6WQ/LQFgFfuEb5hcp/jxjI0jiGTk8yv+wThArfq+LoNCCLE0kQaJodnZYtLEpOXlhm3eazH9hx8NCpMIz+0X9XBt9/6CK2vnHrwW/92j66l9gwKUAoHEdQ8mPa3YQgTANES8oQeQNByU/ZROvBEinld2CKzJOl8HW/0nWA8DSBQ1GWDJZbmXXoKGX7zOGoFNiutv3qQd9JMt0cUfIDRmsdRiotnjkS87//xgQvnF7H5IhmspQw4luqGbhLfmon5uAueQm+G1OrhBw5a3nsQAVXpjZo+jkHnzJfwqNEERvNA7dG7LymzanzJSbL0Att+gwSOr2MhbVCaydzmVLv+vqt8Es/tcg/+nXDk4cn6UUlgkQSxpZyVsftOWlDtqvz1ctk518iVdJf4ZQUBYCLIZDndSsiBziDL4rlt8UEW/7PcqkIIGJBIAWtrsRYh16ocHVqWdoM4L1A0uxIlhuWuaWIpSY0z1zi5Ze+te8nf/SDW2188pzQf/axcH9mgM9cuszU+Mi2L33zmX//zKHFd4yV5rljj4Pr1jHWR0mHkicJwlQP2syySwO79CINtCBpMX6B2a5gikLpdv/7A6uWvML5CnALi1S5LZgVcqmMtbXF1QbHMXiOwXNjfDfG90LKfsDYSIeVVocnDsEv/cE0L52cYCIDd71kqZYEFV/0vfLUeTEpe7spwEteQJgk9Lo+vkpvsnyJ7gdvWZCWBpo61fI6IAgt3UgUAG5w3QTX0TiORCuFkk4f4Ai4cbvgl/7mCv/6D2O+dXScS40avYqknliqscV3LF72dPoSzWZ2IQWADxi8/35FQbIUSajwRZ5aWxvw545WLhWNTUso8s8exYJuT6CUQopUtsQJ9EJBq2tZasScmwtZ7kXcuGGZzePld1w+fzDx67f9LwsLc2cnJ9f9xQI87pxnFf8O0T3+rrOnL7K/WaPV7vGanQkV3xLHKTvnE6JygEqZdcxIgdZ5JE+WaBBZNm2QCCg+Bmy9JvLpW4FZAgXbXw3S35uBW2XgzspiHW1w++WxKbg9NwP3WJuFlS4f/v0yD317ksX2KJMjkkk/A7ef6u5yFliWvHQAUcrgqfb2vRAIefRFl5XIZdzLA8ysdUwUl/RUh4eRpuZpXn9Lh2eOhbQij5HIEITpsB43SGvVXZ0CXCuLkg5CpgkaLOzdLPl3f7fJF5/p8i9+Zx0XF0fp1jV1V1CNDeUYvCgdveyqdKCRkweafR0ukHmDRCGW6RPI1S6FHQb70CXq//vseiQyqzVPPfMgTHGRsnu6QqeDikw6iatnEBIevC3hrut8Tp+6zNzqiXdds7P2+2HYPftnxe2fCeBzS11G6v6u5597/H9uN57lrXcpDhyrsLxc4cK8xHOgUrI4Tnpnpl00eS0IWSYRZGZNpeydJxryE5hr6qu9g7ze9Wpe9+D3yL6PTmaDpcDWKgW3oxNcJ8F1Ynw3wnMjqqUuWnd4/GDCb3+pxsNPTRGaGlM1wYSfypLUAsx9cpU9RcbcRfaO0Drg6VfqdELN+rLt38jDDJ4FmiZNdfuO4s5ru8QmBXg3EmlDQeZt9wKTBodaZCye23r5qH/BRF3wgde1qXqX+J0vdXnilXFmoxIdX1KLLRVtU5DrLA5RNotLBuURqhC/9IGddQPl7srVr88V/JPpb1GQjBaVj5XLSC9fKXLdno/OiyKDtZaNE5oxf4TDxyX7j0SM1J9nfuEQQfhnz/v8VwH+4uHzHH7xm1SrIxuOHT11/+njbW7cWeGW3dCLVF/Xeq4ljvN2MdG38vKTIjOvNf+wsvC9ochdFHom15y1IZ82s7REAdgya2RIAZ43NCQ4yvRrMTwnwnUifDekXO7huh3+4Kuaf/lfpji1MIbj+UxXBWNeQs2zVDyoZB32JS/NdvpZQiitX0mylSCVJ4vNhHbo4iqF2wfN4MOkCaos0MzS3WHsUHJ6TNe7rHaqdCORjVtLYwXHSTJppzK7U/XP2yBwTSsf33Ffm9uuW+CXPtbj449MshxX6HgOVUdS1WkNjqdJ64EygOcNEf2VL7shZZ9Ahs//QCAWSGftdSJbYeVgrFyadEu1fg7+/JxYY7NpXDbLgKZJvUMnIQhTj7/udxmpbPyFkU17jvzyf/7Nl3/6R9+CU/7TXZX/KsCTxDC24a5t7dWXfmPSe5ap6xWukzBa7fbnluTLbZqdywBuBsmcgZxgCJQi08x9ew97heYbgH/A8MXf1Qe3HGRBlTQD5lZ5HUaM66SSxHMDPKfL2bmY3/xihc8/Oc7puVFqZYcxH0a9hKpns9R7Dm6ZgVv2k0J+pr09N71xapWAzz2tOXGuhK9EmjHM4wwGKO+Pccgq96JYs3crvO22Fr/95XHaZU0tsvQiixdmcYMyaJ0PPaIAcmdwsWy6KmyZkPzvP9hh3/aL/PrDY5yeHWEpLtF2NBUlKGtLSadyxVEiq9GhwOJ2wLxD1uvgWhSZvNAJt4aE8usshq5Xzu75r8jzHYkpNoqDMYbEJoRx+iYOHHe42Jjd948+dM+nb7zxvu8K283/qlT5UwHe6YWUPIdHHnth09eeOrHjzNlFvu+1Aeurks2Til7g0+m5BGE2wyRW6RyTHOBGDEXUxZMjC0AVYpBFK9ZE9KWL4IqfE/2LYPrWWV5jkbajZcBWcdq548R4XoCrA1pJyK982uV3vjjNzFIdo0qMjSjGXMuIayhnzF3up+9lVqeSSZPMO++D202zl0EUcuKiRzv0GPUyF6cAjjyQLiZ74kQSRZpaRbN9U4jyerTCKl1XUMrmk7iZvHIyiaJz10Oo7xC8KiZHOvz0Ozq864FZfueLTX7js+MsdSt0tY+vFWUtKCmLnxefZcyt5cDWzOMZWSAfMcTkw2AeAHzYT+/HWVchrH4DdFZnNOjcF2ljcyBoR4aN63pMj/Z43U0XcaIXdsxf9DZNbbr9rDUBQnp/PoDPzi4wUqtM1kr60y8deNmZX5nkHxxM2LSuxXtft8L3vbbJaK3CarNMN3AIIj0YZpkMKtGKt/rgDi+esBzEdkhjIywyOw6dqKzEU8p0oymZsXZaBmrQKkHrBK2SvhxxnZBGL+TplyR/8NUan31ynF5SxXVdxl1B3TVUXEvZs5TdAbh9T+J5Ei+TJmliKHMmMoC7Tpr5PHPZ8sTzZcLIwavYKwLM/NEvXDJplV4YKRxH8+BtLT7x9TbHLlbo+oIgEgSOxY3BiQxOaFDZZltpgC4Hw31ygOceu5GUPc26epd/8P4O124J+PhXqzx3ZISFboWecnEcTUkLfAmesrhZV5XOpUqeDS4SEsP5i7Xa/ApSKrL6mtU5dxZz2zTOekGDGFqhZKEDrtvm3Q8s8/77I7ZMlphbmuLUiaNOfer+T/c6jZvCoLXw52bw7VsTOTf78h1nju0f2b3RsGlcs7AiOTU/xkf+sMpKZ4af/u5VRkcSdKeEGzqEsU473I3EJFl9sRXD5ihXMnZx2VvL1IObIW07y5k7lScGlfV2apWkTc0qwdUxnheiVUSjHfHUIcHvfbnGVw+MsNyoIks+1ZKi7lhqrqHsWMqupeSSsXbK3CVPprtEuALfJavQMxm4TboyuDFKBxy/CDMNP02sZM2+axMneWiS9kGmII+NJAw162qCXZu7vHw+phM5BNmMbzdMk2aOSvpzGVXeMb+mM2eQPs/kT5LWh7/vwS5vvn2Fb7zQ4qOP1HjuSI2lVplV6dJydTqyTqb9m65MGV1nRWJ5rKREIeAUaYfSkMtSdLcYBrRYc5Pn7J3Ltdik5bVBImhFgpUelHSDn/yuRX7qbZqF5fW8eKzK3LKm0Yo4s/z4yJ7rwzumN27/Mn/K8KA/FeDLS8teEptfrbmvVN50F5y9VOPirKVeiXn5nMsvf3YDG8dO8YNvaKW/TBmcKEm73BPZL8oZAnjhFhZrwJ4uW8XlzA7JGNkHeDaaTKSMndY3JyiZ4OZuhoxYaMU8/pLmS09VeeiJEeabFYTv41QdahpGnLSTp+SQyQ4ouSJ7yqzkNNPdrsDL2TsHuI5x3RjfDbE24tEDHucul5gYEzjSZMAQg0bf/pVNO/1NvxpP0Q0ctq4TPHhLh89/O6QdOXQjge9Y3Dhl8SDKZViSavBcCgg5JFPSp8xquLP67VhT8gLe97oub7xtiT9+ssUXnyrz+EtV5htlusKl62q0o3CkwBEyAzloATqThErYAqOTjZteo7250l5c674U2duYtJs/SASdRLAaggm7fP/r5vjQuyRnZqY5fKrKxXnBxfmEM7Mh9fETletvuuNXTbBwLdD9bwb4SsMSRb0fOPjy5+tHz3S564YeEyOW0WqViVGHUqnHxccMR89KpNOmZBVCWLRy0g53I/tF8nnzry0kavo4z+VKBuih19IWQJ4BW5gsoDRZh3xBivgRvSDh2AycvaT45NdG+PJzNeaXKwjXR9ccykpSdSxVbSg5lpIDvpOC23fSmYRpmaksPEX2/20GctMHueuk7WmnLhlePuOB4+DIwaiG/mSpwhUeWpqTPEBPxznfsD3guk1tjs6U6fqCcizwIkugyKw9k7F37qbkFuRAq/R99syKNEYRx5ooduiFDiU/4EfeEvD2u1b5yvNtPvX1Mmcv+RydKROuesSepqs1Usk0nU9Wv5IBXYk0tpBkMkYwHIAyLE+u9ii6SbGF0Ah6CXQSCKOYStLl+u0B6BL7X3E4ed5yeTHi5JzF6JgdlYjVhWNE7fKfxtHfGeDSrghF9KHLMyfqQsD5xR4P3HiJenWEMCzx4O1ttm5cZu/2No6KEDoAC1rFxInuA9wYOUi9A+Rgp6DVYFiqsIa5ZVpYnFqBmc6WCZ4Xo1RMnCTMLsHXvqk5dbHEY8+WmFkpcepSBTwPVdH4WlHRloo2lHWW4dPp4HjPIQNx/pTZU2UAJ9PcGbidBM9J2dvVEb4fcmYBjpwt48hhe1AWmGzg+eZFSpmTkreBxQ7Xbe2ya6rDodMxndihGgkCDW5sCSIyBhd9HS6kHGJyyKdW0R96lAezaauZIorTLvhaKeSH3hRw374mMytNHt3vcvqCx1cOlLm05JN0HYzURK5CSIWQMi1rJr1p++AmC6ZJHRNVYGy5BuRDEs1CZAWxTctrY2MwSQxJj8hEPPaiw6UlwRefTDBxTC9JWOyEvPbmDkKWOPTKiYl3vetH/+cTZy59ZNf2DfZqOP6OAH/xhU+RJIZTFy5waVnwiafG+PzTPe65vsWuDStsW9fjQz/cwFMJTiJRBChpiGNNYhSJURm45UCH5yzeX8iKTa8FUPe/NmmfpjJZTXUaQDp+TJhYzlwQvHxa8bVnyxw64/LKGZ9m4BOEHjguqqbxlKSsoKwNpYIP7Om8TiMvm03rwr1MlriuwnVldgPYgfZ2kjSz6KQ633cjrAmZW5YE1kNrmQZrguGESeEq9+dq91vB0n7HMHYQaCbHQqTq0Y4cOlrgxRY3GhSMaWX6GchUAhWN9mzYEQJr5IDJkzz4VzhO2jgcRg6dnsv0aMiWdRG3XhPQDbv86JkGh866fO0Zn5fP+Jw+7xHFGutpkIpE5NGzzOqBRGb7iaH6oLx6ZS3AB+fADuaz2wRMDEkEJiI0MV/4RgmtFJu2rbB5PezcEHLP9RHXrDccOGFYXZ2pPLX/sQ9IqT/y38Tgc2cf4uJsW330c8fEc4cF3bBEu6N5YbHKS8djoihgw8QK+/bAm28PeN1NIZi0sbVUFVij0hOdKOJsr8kiyFMWF2mqOT8BeV9gJkUcxyCkAWmJQ0Onl4L/2IzkD7/m0Q4VB1/xOXnBY7HtEiQuaBeUg6opPCkoKTIrjHScmcrAqvJyWZEmPYrgdiRuJks8FzyXzDVJU+aONrhOnGVEI0p+yPxKwte+VaXR8hgdSQv6B0mtq2f/+iWlfS0uCQLFxLjizXf1+MpzXc43KnQdmcoUDU5scaLcs848dpmkdiHFWSey/zeM1UN/I0li3ESSaEXsqGxCmJNZqRFlN+K+G2LuvDbgnff3OH5BcvCIQzdUfPxrZc7MOiAknZ4m6eqUo5XE6PwuLn7gQoaoz24Fn9RaRGwRSQIkYBJK5RjHj8EmvP7mkDe9JuCG3ZZ1o2WCbg1Xl0kSxe27EoIwpGPOiqVon/rV338k/lsfvLJe/KoAtxY2rqv8yi3XhDcmHZ9GO/1mlFgabcXBiw7PvByz/0XBp78SMzmWTm29ZXfE+97QI4ktSWyZrMfcfENCuWzT8Wn927foF9mhr4WyNDuCgy9olhqCki959qjHF5706UWKXqS5POdiUETWwQgHtEZ4Gi0lrhKUZOrv+iqzv5RNa8C1zVLV4GYND27el9kHt8p6NEWfvV3H4Lp5gVbSZ2/XTac9ffMFxee/XUW5Gk/azFMeLiS7GoPnXniqwyVRouj1HN5+d5eHnm7y8UdHaMc+lUyHO7kOj3KP2va7hYTIgZUnUORQy1kKcDNIyGmJkygcnepzrZMU6EFCR6WD9Ef9mLv2xNy5JwIR8J7XdehF6Ti3P3nSY/8rLiVfsthUHDzs0uzINfHGGvtoUIuINYaKb7jp1pDJkTjtFUgs73tDl5t3RVgLU2MJtVFDEpa4eGGUszPrWG1rojjVesvNhIvL0Y033Fr7FSH46T8Tgy8udShVS7Uzhz67Z91ooF6zV9DsaHpB6lVKYXnzvcvUR+f45c9onjlUZm41PbnHz8MXHkupySaWkdGEO24MqfpJ2r40qH8dPPpLWXqnSylY7Siee8mh2dBILQisIjAKiyItFXRAKIRSaZeOECmYpcWTKVO7yqbpaDmY0edkwO43POi0ESBvPC6C23Oy4iTHZNV4mSxxBvUsno6wNmRm0SUMfLwRiZuV56b2mhjOYmaJnoFnLQoglyRGEUYOo1XF5okQV/Toxh7dWFDS6YD6vIYkT2gpWSyKkv2/lf6NvHrP9OcP9p2bgjSKVYJOEpxYZRo/JooTVJQ6U7n9unEifS2E4dotPULbRWhLsyHY/7Km0U5l0xXZn6JAya69MZaKb7njxpiRUYONUwIsZRWYuSX87cMO//5T41S8GnUtESJN6QehYaUZExKqfTbY81M/+D21n3xPp6m98p8OcGkuErb0R5orR1+3fnyG9eMu7Y5HN9AYC2U/YfuGBmPrOnzm8RocdTPASWIkjUxuoC3NhuXy49la3P9w38myFH0GskJg8oJuBnMkRKb9pJBoQebZWjyZJikcmQ2bVOn3dcZ4rs5HJKcd9fnWezl7p21dKtsOReBmm1rlzxzorja4WdrfcSI8L+LCouFjX6mAdnGkGASYfXkirmDwYkNvPiQ0BVs6fi6MHD745i5//HiXV+aqtBOHciwGqfX8JpIgsj15+n8LBqZz32eWa3Z5EMQmSdk8lmitcJKESJkMzLo/P0XJFNz9fIPIZqpIgxIWkRjGS4bvvsf0bV6E5Ts+cnmaSVaTeJhA9JV6mEBEmudwnZBLs5rPfb1Kte6yeyqm4qZdXp0IWj1LZJpsPXrydafOXvhIFMV/+7/K4EcOfQYhpHtp9hglb5kgdlAo9mxKlz3XiVjpdPn050ocOF4HXQHtFNgjv4bph0zW6q61V7n/T4rmuOgvdRKZZTFF5sem4HUEA59WDqaoOlm1Yv91oTQ0rYXOmnCz7pYBwGU/4PRc229pc11TGJwT42Ts7eoIKUPOzQoWmj5CazzJkDyRg3u2/wn7Z8PSZ/CBH546HWHsMF4L2Drd5ehsQDfR9BLwEoGTWJw40+ExfWdpkCRTQxJhIFNkv+bDGIFJ0s10E23QxpAkMitQU5n1qvrZYZVNwuo/hekn2oQwfQu3X2bRL7cYXqoHNf55PCb6psPQHElhkTLBWs2+XRE/9e4lvvSc4vhSmbIWWGHZuTmgOhYRBIbFxhn+6OE/cY25kjyvAPgjj/WQQnDqwignLpW5sJzgul2++64WigQl4VtH6zx5uIYVJRxP9z1SOViF02Uot8MKF3UI4lerIWZQfagY+K5apM6EykAts9c5wJWin2bW/VJQhuag9Fm8D26ZHt0c6GTSJAN33v2jTV+iODrVp64bERPxxadLzC2UcEYUbi5NpB12UFizWA+1eolCEJgmfXpBOsH2rfe0efqlHs3Yp6M1pdgQquwmlsMFUQOw5X8pDzTFkDVpjCKxhsSCk/1dnQhiLdP6HZWWA+hsOFCaQMvyDsoM5SL6yTdhEdL0QX1Fl9YQp4nB+8qOA2Yf/KCUhihKmKpH/IufCnjHa2d45oifNqlbyVvviPB1hQuzNWYWwIgFUFeuHEMA/6Xf+AoxpXunxaO31UoGRzjIRHFxxeN3vlAnjAyJEUgt0112VSoTtDBD4O4zlR0Y+sXXQ21PVwF4v5SWvLItTyjYoUIglWXZ0uYG0U+u5MAeArkWKZNfDeAZuN1cd+tclthMbw/XkrtOhOuEzDYMB06WQLvoTJ7k6XlZuOHXpqlTBhuMvzD9mSOD0WhR5HDLzoDxepfGSplOrCgrcOL0hlWJTZ9REeBk1mr+hwY5iMF8E5vOTTcCo9Lr6ShBnFgcLYiVSAEu88I12Qd4fhzU4A8n4vrJuu/wsBmQc2Cni3u/E2DoJ/Nao25g0LrMbTtj7tmbkBhBEDosro5yeaHKsXMur5xJuGaHuO1nf+Y19/7w+z77lDv+fVcH+M51EY7mu/c/n9z8wpEG0pQZLaeB07oqdCJJkKRjAgTpsigZriMp9k7mJmCxG77Qurfm9ma4GKtQ6yD7WcziIJ+8PiKX6Bm41wz46R8zgDta9ptvU/bONLemr7dzSzBl7AG4nUx/ax0hiHj4SY+nD1WRnsaVIp2/3a8gHKxExRR28WP3x6P1WVz2cwjdnsNd13d5230tfvPhKmHi0U4kfpLO+OsXRYmCTJEyY/Hinxpm8mISKNESx1gSJdA6BbvOBoUm/RFvslCKbAaNKlkQ2M8yw5BEGbqo/ZVbFKYiFG66IpMP/tUAV8KybMHYtGK1F2jaPYdOV7NpqsN4fQldHrv58EH53Umin7oqg58+O0O1Unnz177+jR88fbpJp1lOd/GqZDM/epZOYAjjwby5YZwO7KAiiE0R3PZKgF+lROUKqSIKjCgLBUD5JktFYKdgz0G+FuDD4E7HKaxh7qxn083a2xydNxzEhWdESMSnHq2RWA/Vz14WA8xCXyMD+26wgolsNEYuU2Smi/NgUyNweN/rO/z+FwNWTUQ38ekmAiemz+JSWmQs+vU5qV24VovKgjUpCiBP588kOpsipgxJtq1LkoiscjHfktAOgb1YPlGsHbqCjAsX2RZX8kyDm5zF7TDIi2UdeQwRJ4IgUnR6mk433XWvWi4xVp2kHbRotXo/+Jrb3/hYY2XmKyOjG4cBXvEjPCfYOTHS2bF3c8CezRUSm+6Z2O4kNNoxjjYE2bTQvr7uBw5rgFx8Fj7UkBa/2mq2lsULtQ1Fb3nQgTKY7TEYEzEM7P6wmwzY6Z73BbswY27HyRuTbcbcgwBTF9jbc0IOnJScuORjlYOSEleaVC6JokQZCPC1Lkr+TME9aIAYJGTSlPqODRHXXdPm28dLRMqlG6flrU5i0bFAibxkWCDjPPsr0xV2DQENWFz0pVFih8t3E2PRSQb0xGbDgWTqmBRYfKgATgyXOl/x6OOgwNpXe21FAS8DrW4yJyiKBb1A0ewqVluCVscSRg7WOrS7XW5X3R3bdgU7O53oK1cweNWdQckyN1xzmTpLNNp1Wl2HlZZmZl5nYI7TuYE6PTFrh8AMAG2v/J4djDe+cgTEGoyvAfkwgw/AI1Vh7mDmnig5KCUdgDsdetMf2ZY1P6fjzGy/0zwfJ5E3JzsZuF2dJnYcnbonlojPPFpmaamE8Jy+q6PW6u+1AeaQDz6Y/FSs4+5700YRRpqJMcF7H2xx4GSNIPHpKJeSSbV4v/BJkoE7XytM5mrZApvLfpDXD26t7d9giQGdDzmVCmWyIDNheFBn3nkv15ZWDKpDhyu+h8FavMH+tNcUb0SbjwEU9EJJqyO4NJ9waTFitW1pBZZLSyHdcptNO5dotQfFhX2Af/6hzyGkotuZ49JKyPT4HHfsSej1fI5dmCSMNEql6WvH5CenkHLOrpxZ88Zsf9pRNj9j6I6+OshzQBe/HmpgFQOfWYmsJiNrvZIqH9OWHXUG8IzBc0/cdfKtA/MMZ1oe4GQSxXHyLpoBg2uVblT1yjn49FerBNJFSZnZg8PvayiDKb7jql0A28BNMWYgU0gc3vumHr/35Q4vnS4RKYdOnK0Y0qKlQCZFR8VmPY+DrGGah8gTP2sYsz/YNJ+ZmPnsRmarpEElYjBuuTDiTRY0ct4QcQV5r5ElwyPgRKHobLCKDZOiYDAPMW2HdB1LudLm5YMxvSjmlr0hN1xrwRzia1+fx5hkGODPHj7H7ddtKf/6b/769kNHEp47WiIwIZ+aitBC0GskTI+kpaTKye5GI9KxxTlwh8au5c6ALTCVGGb1Prjt0AUf6PBBJ3pfh8vBUYpBsVF/7EFffw/mEKqMwVMHZQ248w5zJ+3hTJuTbT+wzI86Y2+tY5QTcmJG0wpdUDqTJ3ZNeeyaVWjN0l3Uw3atF5514yQFkFccwZ6NPV46EZIYj65x8ROBI1PnSGZSpc/ifR/akAeZgwSbGGQ4MwLS2VBTY1KJZywok4FaySwzaweTaPsN3/YKkyEnpaE4K185+mQn+kRoiuAu4CQHdVElpJNqoVoy3LPJcP3OdMeKjeOKbrfKsQsuE9Oj29//gb9d/vD/8f0dIXanAJ+fneVLC803rV/v/0MVLiFMmePnXRoLLkrCeBUcJ92RIe+4Lo7pygdiGlM4FqbBrgV88ZknI4YYfK1MyYFd6G3MAd0HuBpMaFK51aUKuxgr+nNZcnCnALZXMnh/YHzROUkblpdbhv/0R1WWun4mTwbJnUGL2lXmiVzl0b/RzWBXhQGDp45KHGtqZc3feXeLbxyosRS4hFLTlRK330NZvLnSuY+DtjHTL6O1mAzcpj+EJwePUiIDts3clCyuMYKkP2smn2MjMolS/JzD/ndxhRr24q8EdD6h9moDPftxns2uuwIpJe1OhXUjDkpZFlccjp6RHDjZ4vu/r/IPCQ881Wh2/7jP4HOXjuE4HjMXL3P4sCEMDRN1wWQ9/VBOf4toicr9uwLAk9wNyFr/841FB0DPt9Nec0cWAtMiuHMWgOFZeX3wZNKkf9L7unv4mG9nnWcx8/nYTgHcfcZ2BrNTHJWNmlApe2sV46gI1w355KMOh0+VQDpIKfGKbV1iWIPnd+h3rCaEofNRbDczGZNHiSaOHW7Y0eEd9zX5vS/7GO3RlS6eFIOkj8ydlJxRh5lcFJm8r4llH3Q6fx9K9EkqPY/p71YiB7roy6ChZuRMh10RS69xbwblCQMgpysXmCSN7RIjMMkwwPNJaUqmG9QGkcNyU/e3hlk3kXCHE9JYmuHJb7mEYTiQKLH1caTLQqvE3IrHxnFN2VfZ/MABC+aFPXmwVGTrPrCzPXfySbL5PvHJFaOQbf8EF+/4PsjFYCh7vu1df8xvH+BXA7nsv99BoodMnuRVhWvAne127BQGBPWdk6yyzvdCVhqGP3msymLDA99ZI0++s0TJa6SHrnyB3fLif2MESbETJ5MoUawZrSm+53UdHnq6x1LbI1SabiIze1IMmoSLUwv6hGFJo6RC1w/mqnpYGzAKjBQYma68UoLJz/vQCmX7K+uAlAofsX8T28HqlLs3psDcST5nvDBbPMl38xjIYEH+HjIbWEpkVlBXKSsmag7rxxQl38PJoku9unickZHRbS+99NyHZk7Ncv12n3o1Tb8PAiVR2OZi4IT0t8tOBjvk5vudp6WZA8Ark8uV3P8tWoZ2qDSlP1wmdwUKJ7U/lKYw+7t/VAItZSHRM3g6+ciyIXAXQF6QJrklmEsTrWJcJ+TMWcHxcz4GDyF1lsW1g4TLkIMi+lOhROHqr0122SzIygFg+wkf2e+KihMNVrN3a8iO9T2WjpawiZuyeCL6fZOqH+xlzEoWbPbnVZg0u9l/D6bfv9lnWpmBMAN1kklAI1PWNoLCXJvhAT5rS4JhoLmLAWPS7zRiMDA/Kc5FyUgyI02T2AFOCv2e+Y0lhUBpqHguZ+ZW2HdL+UM333z/iwdeOn5Wr7YSEhtMLzaiN2txkQdvq9DqpHMp+tuFFLpxbOFN5ndcOik13c1hsJWFIJaWRFmSxBRkS/aURXAX9rRkwIDDEkUMSxRZmAGuBsd8NFx+TAd95vP4zFWBrfUaeaJNvzs/HUERoVTMF79d4cRCCdyBPCm6J2INe8ui5voOGnywHUu+F07RTSmU0YaaayZC3npXh/2vlMG4xEmqxZ0k+7zJsFQqzm4cNJjkgafNpIosAF1k10X0AS5Vfr3S855IkMb2Cac4QmKti3JlHcygg77P1v2nzfYcygCerFUDa2K4/t9I/18YQyMQbJy8yL33BW92VThd9pKzeqUliVEsrCoc3WDfrlXmFsdpdV3CSA1YOq9A6/f4DT+j2GabEKX7s8Qy25wosSQy/QAisRiZS5XhAGJIovSX9+J45EFQKQvglpIs40bfC++DXOVjk8lcEpuNc7PZvML8mPQnYaXHLLjMtHepHPDtY5I//maFbs+FcrrCOaIQXIqrBJhFmXI1DV4IvAY6fE3CJws4o1gzUtW884EeX366w7PHXGxF0008XJHalINVRAz1tObg7oPdpnuLWJVKFaMGHVdWpS1vKWsLVMbmiRls5pVnaYuzUvqr7lr9nd/Iud62BcbOt4eMLXFiiGNLlB3jOBvjZnLAD3aNGMR0qZyJYmj0JDPNkKmJmIkRqJUMyhq047RRSlKvNTje6zG7atmyfolGq0SY7WIbxbLfcRJnk6vSPRIlYZxmmNIt5CCM0pMQSoGI05MdIftZr8RYjEh3eZBmWKsVAZ4vRcV51Tmw+y6KEv2TrgqgzmtTBvp7AG4nnxOegzufYahyzZ0HlunRdUOiMOHL3yrzyvkyOA5CqgxUtj9Vqz8BShZXoLXlB4NyhvQgBhlgcxUvfI1dGIaaa7fEvOWeNgfPlghil0Q6dI3CTbJzkORSZRjkIikwORbiNXLC5qtq2tRclBUqS6jllm/frs2uSR4zrfXDcg88tyOTK5jbEsfZJlqxIcq2YInjvCTEZju22QLTCyKTb3SVjproxbDQgW3re4xU28ytdpnodGl3uuivP/IVlNK0203GSuuoli/jesuMihZR7GCsi0DTCx2C0CGMFGGsiKJ0p9v8dRBadCiyegXRv6B5kZFIBhc6ESBtWtdrCgDPlaIsAHww9iyfeiqGLML+vpr9TCb92de6L00GzD1g7VxvFxM6ZgByFaNVhOeGHDon+MrTZTpdFyoOSojBFKh+CcFVsphisAoNXfgM3CmyC8Voaxjc9kdvqH63T7Ua8pa7Ax56vMfB0x5ol56RuAUtLpNiADh8o9nCmbZxBm6V/j9VALxU2dEOJIvK5Ly06e81Ik2UDlYrsQbgmfwyecxWkLRxCuQUzOmWK2E02GMoJcvsGAvCfLfrWNDJpu8mIkFhsEmEY2K6bUmrs5FDB09w9vQcSRyjg+4ssZGMlAO2ru/xJ095HLngo6UlDi037ezy2psTRkua9RMOvdCl03XpRQ5hONijPC2U1xkIZYGSh8shk+yiG2PTE2QLV73PBKJfvzEMcNFnjUEtygDYV4BbDWaE5zs8qEyaKJW5J5kk0So/Zto769qJbcLDT5V44lAJ/LSr3JUCV9irBJbD6Xkx9EX+IQcsPmSj5RLBUNiyT/QDzVyLBz2H+2/o8NZ7Oxw+5xPHDlYqukKnWjx/PwaEEYgklRCRGPxtkevvQv10/72o1PFQVmCzuMZaicx0uJQDgA9N7RJXftS+PLGD2CsNLHO9nTJ3mM1Dzyfq9sJ0REYvSgHdjQXtSNAKoBMljNd6bJnocffNLW7Z2SUKUzy8cq7MwZPjjFeXWT/eJIws+tKii5SSC3Pwtf2jHDo3zoWltPbExAmferLHxEiX+65r8r7Xd7l9T4d1kw5h6NNqe7QDD7fn4Khs5wH0kCWUGFAGrBrUhfehbwtMxlUAjhjStQOAMwzwHOR5v2K2q4NeA+48mFT9qbP5HMMc3ANpolU6ZvnFs5JPP1oF3NT7Fqo/1kznsxHzqL6PZ9GXWfl/rxZrFh2VoS36rMRYU5AqIk36JOm4B2s173t9l699q8dzp9KWwUgoukbgJMWbziIzJ0UkuWedSwqbQd0OA9yKFOQZo1tAWYOVgzhB2kHwX/T818YbRQYvDtjMA8h8J+soTsHdDSzd0NIJoBNKWpGgEQgaXUuQhIxXOrzphibvfX2Lu/cmjNc0Zc8hiFyMUVxacHnpFHR6g4139fRUjJSSOArpdi1TZcVEyRAm0IslK70qi6sV/uDROo883+b77lvmnhu7XLupwc4NmpFqieVmGafjIaWHZRCERkmaKFBZgKGyCB2ZWlj5eOVhB6Wg6cSAsQeJHq7C3rYQYF7J3DqbCJU/c+dkwNymP6wzBXlqEUZJzGPPlnj5ZCmtzJJpcOkWrMHiRR7exGl46H3xq36VyBB72+Ga7VyTW4Ex6fbduS8ehA7X7+hx/x0dDp8r0U1CrND0hIMrsjS7schEZLkEMdDHOZMnxRXFDlV3Dtg8JXlrLdJmE21zZySTjDaXKgzHHsXrOmDwgRtiCnmTXHt3Q0urlwaMyz3JcttiVY/rtzS4fkuLu/d1+d57DWNVj2ZnhJVmiQuzbj9ONEbRaAbMroRoJ30D+vJy2obW7cXMr0ZUSi5VP5UQvcgy3ktY7cJyz2GxPcZvP1Ll4492uHZDkzfe1uId9zTZsznA1dX0vCVpwBlEBhVlQWHhw0uRsXYWCKUZqgIMig5KobcxL2K6EuC2wOJrwL2GxYe/VwC2HpYmKXuHnLgs+OiXqwSRA2UHpMLJCqvSwT6DedpDzkkR2H8KfQ954f0lfW19hmTQBZ9rcU3Fk/zwWzo8/ESFYzMOqBBjJF2j0EmW9CELNpOBJ54z+bAqF31NkTJ2EaQ2lSvZe5R56CDz7devdI0KAwT6CcGh0o5s+/Uc9EkCYWzphrDak1xqSzpRwE3XrPKO+1Z4y2u6XLNe4jke3aDM+bkSrY5Ps+3R6jj0wrRDqVpOWDfewvUkVmgEBvUz/+Dfr4tj71+dPzO3t+S6rB93GB/RjFQVZU+iVZr/UqQToZTSBJHPuYUK3zpa5vlDGsfvctveLo4SBFE6LzwIFWGc+uHFOoOhOHstKPr6WvQBvVZjp1Kk4JLIQTCprwbsvs7O2Nsxgx0f8oKqvuZOy2G1jjAy5Pe+UOb3v1IH3wPpo5SmrNLh8V4+lqJQBjDYYDXVrk6xqlFKlJbDpb1q+DPKNU0TaZo8Gw9RGPSvpEVYy+bpkJlFwfOHHGIUCIURCiEEOmPugWwqBv1XrirFPPtggBBDx8ErMcT2rP2da+zfQc3SoLI0nctos315oBNYlruS8w1BJ2zyo2+6zM//2DJvu90yPeoTRTVWWlVWW2UarRLLjRJzyz6ziw7zy4rlpmC1pYjjEq72uOfO10y/4XWv/bq+fGmm3uu2v2usati2wcXz0hNsjKDVVVyYlURRQJykVpivE+quoJtI2mGVQzNl/tkfjPC1F1f4n76nzTXTLosr5f5Am0FRzZqKwbxiqx/lDzPBkMYr+My5JBnob9vX3jr7eojBC+AefD2QJv1kjkrQMp116OqQ45ckn/hGGaQGkbK3lnkP6pWZy2LQlbfa5R9zbcNDXw4UnrZfSVfcTTjLbFpJkk2LNYkkUaket4ni/Q92+PxjZY5cTN+jSTQ9oXCESBsWcl/c2L7syyP7ISbPpUuGTGslyg50+jCzG2y2+kppsaLI5Lbvgq29LdYaB4OGlXQ1mGvCtdsW+dD3LnL3tTBaq7Ha9OmFbmZZK4JQ0+k5NNuaS/OS87MxnV6SxnoSfFexbjxm72rzuy5cuFDXr7u5QbfdpLG9Qb0qcZ0EKdKU+mpbEiUOx89rtIKym7JW2VhiIwg9QVAWtIIyjz7v02w3+Jl3RYhY0O3JdNeHZHgH3OJdX9zEFYajcnkVedLvw1wrTwrg7ksUmcmQNaBXGdCVMiidzRPP0vEqswYTFfOFpyocOZFrbwcpJK7Iu/wHtdH9DKbkCu0trnKhr1QqeclCYePboieet7MN9WxKEpPOFrx2Z4+339vm1Cc8QqNBRsRG0hXpmA2VDWsSmR6PczJhUMvdl4g2z27Sv1hpsJkBXw7+lxSAtFjkoP5FAjZL5/e3nBF9EZS/lpnlqJXEOBbfpDmNvdu6/Mx7uty+u0K353PxsksYK+K4kH9JJFEi8b2EC6sx+08mtDpZ8CvA0xGOiunqhA3rDbpSamLiZTrRDN1Gut9LYtM3/MlvVDl2doy6tmkXvR5oqSQPFOwgVd9bGeGhRwV7tnggJFE8XGdQ1GG5S9IHQzF5UAT5GmDnvZj9rnplh7YMHN5dbaC1naINmO8CIQdPlW114joRpy9L/vPnavRkCu48uMxT84PJVQX/mwJzr2HsP81BGWr+MIV0/VBGc219ikrnPiYaL1H8rXe2+aPHKpy6pEGGgCIUTgrypFhZmNemXO3drLUy14gPOfg01lps5gRLUmQJLJhs20AGxGWzmpg+e9tBmS3ZDhVaSfaUBXu2C+qe4uQFkQ0Klf2albyUIY3ZLBU/5v2vX+XW3U0++aiXxXPprRuEEZHt0o1i9O9/tc7l2YRnn9tOtewSJZZOlOb2NTDip9t6lFyyrbiHtVb/lchqxqXDUlP2b4YBew9H6kPkloF8qLEhB3PRFhRkFY5XglsVwD14bbJhNmbo64HfnbsnuXMS0QwMv/lQjZl5L53YJdOhRk5W9/2dEzpFDzy/wFcvlV0L8jy4zKXAUAGWHRRiDXX7yNRRiWOHTVM9/sY7mvzSRx0aURoYmET2pUra8ZPtJ5oM3uOg5WwY5FdKl5SZLTa1DqVIL6oQ/aVZSomVmaQpeO6S4XOQxwU2kyeJErikY/SiSHNqxsV1bHrj9B3kYRNCK4NA4OgaN253uenHTZpsDDRxLFCyx4YthnIlQF+72WHziGaTn+6LvtwUzC8bGu2EJElB7ThpR4xS6YCfvoWXM6/MN3pNex4FabNyYmy21/zgzQ1lvNbYS0MgF2uYu5+ttNnXw+AeZnLTtwt1PsMvB7c0A8dEFaVJjHYjPvs1j9/4TI3AOGn0KFSauSwMGlrbe1ksJyhmMP80Dh9i76FgbA2L58C2hVHIQ65KOvv8p9/T5vh5j9/5EwdUBEL1pYoSpCBnbZ3KWqa2hdvTDpahPAGUFH4+/7eSgrWSyqC8OK+YRV1LBBR6Q5Nssl+zbekFql8gpwrSTwJk510rSTewtLoKpUokSSqn55Ysy02wxuPO22usm6yip8YMJZXQaXaRKmFsTDNS8ZlZUMRx2uZUrPtIu2qK3TQiG5WWtoQJ0uKXdtfSC5O+7u7/29whQSCKKyNrZEnBDpRFYF0F3MUtu/Od1gasnTF1Jk1S3T1gcpUB3HEillctf/SNMiuBk2pvkdadOIXgsriqFPeqHMpgsub1mgDTWq7A1aA22/ZrN4rjldNiN4mRmUQxhiRJSGQqVUbchHc92ObzT5ZYaqWOCiKVKr0c5KJY5poHmmnQOcg92DUlU2JwVIWaFplmSsmYFpP9pMplxDCp9W3ePH8gs39moRcI2l1DO4lTByjvP1CDtsQ8H1I0F6RMx/pFkeDiQsJCo4vnxQRhwvxqgnBAn7usmZvXPHPAxy8p9m1P0NpSLTmQDfcZ1IHkZaoDR8NRefOuwXNToJ2fNSyumn5hTr6Vt1KDegehBieuD4ihIp5BRJ4z+XcC98D7Hga3lqbglgx0tyoAW8nUPXHKEQ9/0+fZl8uYgvaWQuBldd/FpoYrnJOhQLNA3MWvr2DxgSzpg9wwrMELz8RKVGHvHZX54nHioE3MndeHvO2ODh972M1YXGNEKlXSLUdy2zAHse2LkisbB4t3X/qzNluxh9jbihTcMr0xRZa1piAtcoAXC+Ly1VVKQa0c0e5FzC6mrz1nMKCpD/QCORbxmL+VKIHJOuzbAcIKNm4RVEdA79qcsGE0YWMlwPMsL5/2WF6VTNbBc2XWxVNg2EKCo7/LsWMoeQmVUsJorcuRiyEHTlXYOqEpeekMEqtFqsgy2yrP3PWlylrLrdjn2HdLMh94LWtLW3BRzGBoZDZfTw8xdlGipDLFcyNOnZd89OEKs61shpvUCJlq72LmUl2xpWFBiw/V0Awz91UxnluERZlCsfjqO9SIG4EyMhvBloI8ih3WVRN+5LvbPPWSz6l5BSIEIYmFTFkcW5BThVEPZrDiDKoCi0trGkBCWkuEGbB8v/fTpity3/8WV0rTFDM5IWY7RfsxW9atcLkR8cpMnYlyugGv75j+FOC8Q0tIscaCTYHuuYrt07DcNnzuKY1N4LV3KNavU+hzszC/YHnxEFR8SbcnGK1AvWqpllMtm9YT5Pe9zbbsS9+o5yaUvISyHzE+0kPqZS4se1xaGaHu5/yUDmiX0mZFO2nqt3jh1wZsA3twwJxK5Hu/D/vgfWkiTf+1lmsCTGnWgDtGyVSaBInh1z5Z5YkDZdBO5n1rpEhHQvRdk3wVu5r+ZhjUA7ki+q+vgu1BvUYR2ORyZdAkMNDkg72PEiORRiETRSw0sdTcf0vIT72/wS/+qkMQy0yqSELhIMmlSrEVMNv7MpcihaCzf8MaBnUsphCMZnayWJPIEVYMLVzF66myUmXPsZT9hHo1ZHq8y/p1HeaDEs2ez3TVUHYNvjsY0KQziSwK9S2Qrghl31CvKDZNKcZGYyQRO7ZHjIzE6PGaJAkcal4VJR2mpwXrJy0TIwHlUpwFjOnIrCS7i5VMs4P5jgdlP6Ja7jE93mD/8S6PvTya6r84SZsfNOjEYpTtF/fnQczaAGQwVKZwUnJGzyoFBx54NitvKMjMNoQtgFwVAst0Wmqczb2Ocb2Irzyn+fwTFYLQhZJOAS7TGeSOsFljQ2F3MTGIDa5wUljjNHElk/cRnh9sGqTZvHQ263gyRqS9kVewdxpkyiQdcZxq8pTFy+WEd722y1cf7/K15zToCIzCCklAlgAq6nGyepXsjfYbGIBEDK5Rn8lzaSPS95d/LUQK9BzsQxRekCm5zatzWeskGCt5YF+PT65f4ekj01gko56hEoHvZkyemQuQ2s5hlMoSgLKXDumcHncZH3HpRiGLKw6h1ejN63qsG+mysdoC4eE6CWU/oFLq4TkRiVGsNqssrFYIo/Q+131wp3tSVkoBo7UWZ+fa/KtPjDC7WGVT3WZFNYNMpslGTKy9+MW7vK/XCqnrYlJFyYE86Wcs89l5fRYf1t2qCO6+RZiy92rb8vBTJY5d9tK9TYTTZ283qzsZmmKbB5cFdhoKMrN1fuD1fgdZy3Dia4jRCzXi+f8fdlPyasMCixuFNGlTxJ7pkLfd1+bZox6NIPsQQmIQdIXsNyfLfsKnANRiEsgMmFxchcmTTCYYQ1+2Db1/Bio/lzP5jZU3iggBvVCxYcLh575/kf/l11xOz44TJZIwsZQT8ONszEcWt4UxzLcEix1DYgyeI6ksWmoXDZ6Gbi/hXgQbNwp0q2cwUQ+/dImRGpyaUfzml3yW2w6eX8bRivfcHVN1xYC53QTfjfG9iLIfMFLuUPYbPP6Sw6MHxqnXNb4yfZuoeDGHzbNsCSwEDLJgwRVbwXJQp3vSF3S4ygdDmiE/vM/k0gyBW6kYKdNqQWMTPvpwid/4XA0rNKgBezsi09553feazOrV3JOhklFx5ee92uPKOY554FnwwXMm70+iSpMgSpi+s5IYhTIJcaxRKuGn39nh5CWH3/i8JkoGUiU2kl4WB+Vg7Xv7ZqBtB5nItMR1MBau+DnTPlshsuA4S8Gn4C6s1EN6fjgINxaiWNHqlnjg5i5vunmR3/oThzmqxFZmzeuQOGCcdCqCEIL16w1/875lPDek5Cc025bPP+Zx6pKLlOB6EZWSQT920OPSbI2nnt2M62h6EXS6adRadgX1iuDZlzQ37pSMjYSZ5k53F6v4AbVyB99r8vmnJf/yk+vQfplaNqk1n/467H//KTUnRTtpTXFRMcAc3pt+UB2Ys3cOaC2Lzkmx5jsdYH/ysuCPH6/QbufVgjpzTgrsLQa7/Mo177s4Uu6qgP9vfAwBPWswyBt+7RUJn9RVkSZ/psGmNJooNFSrCe98oMOXnyxx8rJMXRUjsUgCke6SrMhlyoC5B5IqfZ3kcqX4mYTFFK5jzuCiXy8O1ti0Q98MplINB9D5qLh8JLJLu1Ph77+3ycLKLH/0hGXe1oiNZMwYTLaqOFowXpPcsNNj65hibCSk5EVImbBvC/RCSRzHTK7vUap00OvGS5SVj7jWY7Wt6AUpfyiZboo6UtVM1BVCxGiV7s1e9kPKfo9apUPJb/G5JyX/8NemmW/UGa8IKo7B03aojaw4di0fN1C0BYfZO9XVfbAXxiQPSZT+TJLcNRnIFC0NMt9bprDVt5QpyIPI8NVny3zjhVI6HFzk8iRj76wlrV/ZV5jHl0fy+XsvOieseT2U2LoKmK9k8Yyx1fBy3w82pSSxNrMLbeqLF1hcJgYpFFFP8+DNIW+4s8uFLzkESVZMIBTGCAKR7mDcJxZTSOmb4ZVI5FJFDILORNi0Y0jkUmXQxmbkYJRfsVGiX+ZR2Jw2SmRWROXQ7JQYG4n5pZ9uYRF87glYpoZNTXeUBC9JDcvFFTh4osxorUTJNaisxa4bCGYXQ27TFTZqH91R06tepfHlvdeo711c9gjjwbLjOoJqCUZrCSOVmEop3ba6UuoxWmvhuS0+9Zjm5359PbONMeplTd1Ny0ndLPkzGGmW7cwrxBo7kMLPrH09bAkqZTPLsCBHCkw+kCHpdht9vZ2BOi+mUl7EE8+5/MvfHSGxeuCcyCxrKcER+bYpa7zvK7z6opNS3AR1SItdWU1YAHof5BS0aw7sYrr+KpahMZJESmQikUKRCJOyeGzwvISf+7Emxy46PL5fYbxcqggS49BjEHAOUvcDDS5M9nVBqiAGejxhUFeSWIvMHBRjSBvLJYM4rO8IFQb/ZONFwljRCx20Tmi0KozXLB/56SZaGj71qGEpGcGiECJ19dyuZXElIootK02VZs9FWlsehIbVruQNdf3lW2+vr6rvee26dtxePOU44qe2TfeYnrCUfEm1LBitWsZHYsZqEaO1kJFqj5FKl3q1hRUtPvmYyy/8znourY4xUtaMu5aaayi72RbZbm7aF4bO63yUsezPC8xT8HkCoJ/AkcM13nkf5XBDw6AUVmUd8k5WKZgXWBUH+Dg64uIyfOS/1HnyxUq606tyQXogFV62z6aXb2SVdwnJvPa8WJu+ZjZ5Xuvd/zrPAAuklNlzTVZPiuGYoy/PBoGbGHqdu0yD2Sdpkmnwvf7UVywT4zGeTnj2JZfVrhpk1JCYNGvTTwL1U+LFisiCFMnly1CRXL9EYU3zQ7/VcDgLOTja/qS0QVY4JYjESMZqcNd1HVabIScuSBqhi0Wl24RbSEzaz9kLDO1ewtJqwtnZhLmVhHXjFWZmuz/ylW+cP6YvNtKtIcpuTGJXcbSmXi3jOakF5XsxFT91SkaqHdaNNXjxZMhv/XGFzz87yXyrzkhZM+EZqq6h7JJtoJpWH+rMwyxe7P421GogQVThwl5RDluQJPleMQO9nevyXJpkTonMt8CLkf0gMyJxEz76JzU+980y1ldpxlIU2FvkHTs2Gy5ftAXtkKRam45PGVAOSZU1wmT4m98hwWPWSpZ8GpgttLPJfNe0TKqYFLADV8WQGE3cMbzrdT1eOd3iI7+tCfNKNmRmHcoswzncr9mPA3P3ROTW4bB7lNhcqmSsncmUJMmC13x0XyJIVGrxqQRUIgjjtBEkCNWg7KHQNTBRE/zCT3S58+YZfuPzIc8fnyQ2DrGxhLGhG6R5GCUEnptQH42xEiZGLVP1LmFs0acvZkFDrFC2yjUbJXdea5j8f9r783hJz6rcG//e9zPXvMfePU/pTqfTCUlIIDMZGGVQEPUIIuqr5+Xo8RXPEZSjHnk9gqJyFD2gKPM8BAQShiQkkAEyk07SGXuep929h9q7hme4798f9zNVdRNQgYDv78mnPlW7dmfvqtrXs561rnWtazVDHCfGc2ICv0+r1sF1FrnniYS/+mSTr90zgfACRiuSlmvAHbjgOzrfVJZF7vKWBStdLzIwpZMVk1b58WCunXUliwWoQ7SgHG7qlOnBGMuKsK2YWx5w+dDXqvST9EUKO+1ampZ8eVNx1hQpZi7L9cJpDH5KbZ3B/4YwPvxlmS7UGOWecVnLTeozJiVnVLKcXJh8VipJIixkankmE4UQNlIYrvlXXrzI3Q+73PKQAbbJxyVKOPS1wFaFr2EGWKFK1GHJ4KecmpQZFSVEnpqInMY0zT2pzFqURBhvEyuGSBgmSEqTXpl0yMGsdzE+jY2qxetfsMCy1nHe8YmIB7aPsi+sMFKxqIeaqq3wLBhvCdYtkaxcYjHSMMJBpTX2+WtNhLAtSasqWT4ZsXS8Sy3o4znGF8S2u2zbnfDpb/pcf9cIh2cbOFWPER/qjqLqaHxH4w9Eb6NCzMFdarkWq0ZKA8OlSG0Pcd2ntOitEuBlIagaALYswG1Lk5p0QnjbBxrsPuShHTsHN9LGFmaJVDatY5WvJiWglzn7otgsXcbLxWYpBy8/PsV+bLjQhNyQM9+MJofa9jIFj8wiuEYJVXQ5Rcas2MRhwtqlIX/0a/Pc/WaPhV5KEaWOmjG2oQ5VmjJQpgV1kYrkXHlaZGYpBaUCVYg84ptC1Eh0pdTESZoGxZloL/vsZPop2OY3Zid0al0XRhaXnd3lQ38ww5fvXuDj32jx2M4WM9LDtS0CG2b6gm5ksfQArFjiUqs6JInGfuKYjW3bzM6HzM3N8qrnLTA62qF90hRtyIQPfi3g1gfHOHCsQSR9mp6k4WqqjiJwiqidpSVmc1l6yzabWTK1MxalWcosp806kaebT1SlSK4Go3cZ2GW+O01NLJnaQDgRkVK8+/M1tj4ZoIUzAG6ZFpauyMRcJZCXInc5dz5F/jnEe4vyF3oQ6TneT9GhQLacSpa+V14Yq0SpuylEKYpLkx4pjUgkIo3mIlFIYSOV4ryNEb/5qjZ/+xlJmKSpihm/IVQWglSvUorY+eOhSF5WHuZgzkCelFimRJEIaQafM29xUQQGhNkMZ2R45WHrjGkxHumB7zBS6/GrL+nywouO840HZ3n/1xrEeMYVoq9ZvTzk5RdHLJmcxPNrKJVgv/k//yzVapVHHtnGRz71FT5yQ4v/90SXhcW2yYcsj24UoKRHPZBMuuayEDgaz07TEdswLtm9U9oBb5cKy2zjsJ2lKHlELvuaDI6XZXm3nRaQA4KqgdQli9gqVwlmqYkTxHzjXpcPfq7OfNcxtGCmGMzWggtdbE4uew6WdCgD/oOlSH5qwTXY2SyKNE2+J/I06bnWIkd72UJCZjShLG1FkNkK8FIUF9m9hUp0CjqFUDYiVtR8xf/1s4t85zGXr99rQaVIVTSCEEl3CNAyow2z91BqzydZzpzRhwPvu9ztzQrgdHfQcHcsM+XXcmAhVpRy5MZFzabXdwk8n4lGj9dc2+fnnncCy44Awexck32Hl/LUXpuRFT/FirWb6XYXsWsVB9/3mBq3uPZCwUxH8/HbYw7O1pC2h49NsyKo2pqKo/BtA2yz/iMF9MAG4fItZUzSr7MNC1Zup1b4dpdlr6dM6VhFBLctw29bJUlsDm5Rzr3TYQY75sk9Fv9wXZ2dM246xJDJYS2sNPd2s4GK3GewPNRwaqNHlKJQ+X4gQn+Pbk+eopRUeJkBpxzYhlGKbEIPRvByFBfS5LpZsZs1gBLTAY4jzdqRkP/y6jZ7jznsOCSNylOIlFUx+bilRBq9dW5RTBmwMPhey/Ri1upPSilNkiVdMr/Pa5P8ZDZFc6IEiWMoRGPkmvLkkY0b2sZZrefhuRGe18e2+nhOn6Ozkn+5w+fAEcHoGpe1IiBMFLZprQp8N6bVmGfNKs22QyGPHZik6jqMeZqqa4DtpDtt3AzQVrrJLN8Hn+7DsdP1fbYs7aZM7RXK4B6yd7AGInRRUNpDTZwiXTGNm+GcO4verh9xrK152weafPGbVbTrFO14YSPSQWJP6tKq8FOHLYY7KqVxnAAAUPFJREFUrqdlUkSm05BF4cX3RvqwHqUsoVWlmywxKqYAFTkwsiguMs5ZyDSaWyRKIYRFkhadjlT89PP6tHtzvPlvLY7NS/CjtKI1TsNd0qEWVaQhMo/WaeNqCPBJCdx5WzOXJman8iDIB5fTFk5osTLGrk6s6Ec63Xpn4To2bj/BcRx8N8bru9QqDjpQbN2leGBXD0tY9GJDvwLYQjp4XnA0ip2btx9Z/oJdW4/x1EGbumuzpKJo+Jog3SXppCuxB/w/0lE1k1MXq0Nsu7jP+e7UiN6xwLL1QOS2S5PwxdiZKum9y5LXwTlLA+g0NUlB7tgxEQlfvivg1vsraJmCO4/eJjXx5OAomgF3SQ8zzEGLQduyPFUppyiF5pTB0bXvAm49KJVVYOTEA3ShLgFBl6K2KdKSxJxcSb47Ps3HlZWmCJb5OjZzqNdc2OOllyzy8RuNfw22TKHqEqc2cNmImyzpwbOiE1F2yypychCQlCN58X5FCeQ6N+MftMmwE4hjQWRpbMtKDZtk7m/j2FYqt03wXYc4tgHFxmUdXnV5m260mqonb/Yd96hrSay/fuff87IXnzenlJhr+L1fnDl5kKcOBAQ4TNahWdFUA0HFkwSeIPAkvifTJo7Z957dHCfbIGyV0pRsH2W60cym8ArMbYxLHiZSY+UT8acbVijbrJmo7WQpSTpA7NgRyoq54U6P//XPLfYc8cFz0oaOC9JsR/Mt8CW46UmXF76l+zKdWaxLGX5cuhepxZkgpb9KXuaiNLI3kNMPXi0KSYMBRfmxkAVdlzVUBnn40+hiSo0aKYzOZayesGl9yIHjFjv22WZtbJqqGOVhkUZkhaQsF8pZ0Unxe8rPn/7KVfQBBrzDSxE83zaXGKP8ODYWgFEijUV3JEtpi0WUWAgtUcTc/7jErmxmbLT53x7fvvPe5191udnR4zltKn7IrsVF7tpmo7s+6yYEVR9cW2LZgxvMBuYrBYjcjarUyRtYIVJ2fGUQ1AMGPeWIfmqkHuC5hxs7ucDKCKn2nhB88It1ntrlQzUtKlP2JJvUyWwgsvUfZeYk6xgOcuAlmcFpmJSB3FSIUxOTco9noEWf/qHTyJ1Ji2U69mWGCMzXJnKb7ydaILJcXGdMSpp/56yFRiRW/jhJFAKbfk9z5to+v/LTbe5/1GHvdMqqpMyKRtDDFIRSFYKsfMwwKcue9SlA1qV/m62oMVek8toUldOBKgN1OQBIkc5vitJMQNmD0mJuwaG96LBswuKSLXPsONHh6EyIVn2TogCsWnsWjZrPjoOCycYMG6ZcAl+c8sfKo0+5ai5dmge0JacY0Q/aGg96BWYMiToV3DmQs+8XkXuQ8zY6E9uOmF2Av/tkndsfCqCSMSaDUlg/3U5cbsPnqUnpcRZNTwW1OE2UHIxop1MY6mFwl2WyWg9x4qJYFCBE7sdttmSIVNxk0pSsLW7y75S2S4vLZADkKq0VNFEn4cpn9fnt17T5sw9YzHazUGxercKhL0Tuc5JH4ExoxXcHudZDA8uZhDa3xlC5tsbOBjlKeqXhzzZXbkpK/HlR9+w7MkKtUuGs9Wupj28kibsFwCempoANX/fk/e/4qcsqv+9aXTp9h5l5m14o8vGgQcprMBJl3y8bZA7rS05vbVwGbyn/LkVrOxNPlQrKTPpaDA8bSjCUCe/9Qo33f67OQmb9IItBhpw1EemGhlLOXU5FBiS8gvxqdeo0jxgCfOGO+92i92mP4flMXW7dF9MyRSFporjQAqkMg1J0E01ertKNGmQ0XSJJsA0olEbEmqrb5zdetcCxGYu//7ikm4gBfjxWNr1S/B7c+zP8BvUQp18C9ZDRv+nSpo6zljT7OUW6uEsMfS6lX1GwOoW4anZBsdDVjLUCzuzPvePNLz376/du218AXIiN3HvL/+hMVOWesDnHHY/08WSDNZOSamJG1gYATjEXl23MKkA+7BtYArjMqMFidjLTk5wC7tNM5tilbqWUw8xJjHRiHt/p8KlbqrTjlKAXRQQXUuCJwdTEHi4sZZGulH3IBynC0qYvSsVm6Uz/blnoaXGtB1OVXA8uSId5NaLEpGRqvSRT8qXdw0xKK5RESG1SljRVUUKTYKJ4Iuz8+ShS1Lw+/+naRW6+2+Oh7RIlhKGSlHlXEcbQ09Ig88hdRPVCblCK5JrUQiHl/qVGWcWVKlcaSoHSikQWS2bTU6VktWyuCOXPXWuzJSJJNGuXh0h7ke0HR3nwyZk9v/iGt3U+9d4/KgAOMLrqlVQrPvfv/BYHDjzMBZskI/W+2eDQtxAlywYwy4SibD9PzECUz80xS6aYUpbpwKJpkz/Odq8Pdyiz/TkDk/Dmscwjd4zjRWzbbfOb72ixbaePdsvNHBuEWZqapyZpM2eAPSnn4ENpyWmjN+LUdKV0lX86PrzMfethoA+7XGlMrpqdVKk+RaRAF8Ls2kyUmbBMUKabSXoipGCGlJMusyrYRH3FlnUR7/n9WX7jzwXbdmaX6eK0DdNO47BXymC0Lk0kDUgONHZuwZyCOrWZUGkkl+meTyF13g8wS6mMf7gye7PyGk8I6IVm7UlrweXM1fCc87ew6owriKMupwC8UpnC8QI2rmqSnBczNbnAtl2Cpj/OSN1MQPuu2YYggDiRdHo2nZ7phiWpzEyKbKys3MBhgN8ueO2M5y4NLZwyDZ8MucDGRSMn5bsdJ2JRa/7xS1UeeiIgsYqUJGvo2FLgC3ILNjs9YU+dJBq8CZHJPgejd35Fk8XzDOSOBdpPxyWUspISwgtgG48Rkc85Kk2ai5u8W+jTAD0tOEWpCZQImebMOtWQSEipQ5noVEdi0pXzzgx5wysW+IN3OSzEwojiVQH0UFhD4Nal7muWZ6dXGWlAb2njk5Ivg9VpDZFu/FBSpy61Jm0RaaBMFGbrQ0/RCY0KUQpDVbuO8cqcaAkazXke2u1xbAb80TqXTI2z2Onmn3UO8EbNwvW8ncuWyF03fEOs+/RtHi3f54KNksmRhFYtpFnrU6/28eyYWAkOTTfYf6QKZHreIVPMcsSWp2nkZLm3VOkgQzIwxJC7UZ0ioMqsjiNcN6KrFB+8vsZ1t9boy3JR6ZBZr/kyndLJ2/BFalI0d/RpKLzT597F88OWbQwW4N8zSRkUWBXeIiLnvrM0Jc/FMzETRschhEkT8+fIdiFlObMkyTwJhYVIzN7jOD3NRFqQukLz6qu6PLHX5oNfarAYClOsaJGdWYS547jO040c7AgUeoD6s3URqbWlBynBdB9QfiJQ6jNgBGRH5zQHZzVRInFti1agGakaWrdRc7hgY53Lz22z/ZBPT3m7NO7OOAnzzzYzmuLtf/FOzjjn8l1H5yoTe/d1r/RUj7PWBKye0iyf7LJ6ap5KMMuuIx0eOxBzYiHixIzHbLtqNMgiY01Mjm0P7IQ3Xxv+Ww3szCkzJvnQgj3MfWeRO4vkxfBCN0744JcrvP39LY7NuuBkXLfZXSOkhScxQwwS04WV6TBDVhPI4nGhbMwGFwa/Lk4AkerZxQC7NKCSyxmBsnKuYJxOYVpOc5KQDxcM2jLncbVU9A+kR2L4Xg+efKd8bc60Vj3hgrND2h3BY7ts0wTKqz4BGI9EldcZhUdWeYK+0NsIw7FTSsky3U32XOnnGBwZmYfvWnh+RKs1x9qVi0g3Yt8Jm9lFG8cyNUmv76MTj01nTHHJBUvf3W3veN/6Dc85NYIDLIYxNtZXW3X58g1L3GdtWt1l2cQClWCOxw/0ufEBl9u2jnBiLmCqIdkwabN2mWCkIaj4IIXKo7aTgTkFcqEALPuVFAMMUg5y3OVpeHuIDrRkZPTdfsyXvhbw5x9ocnTWNc2cku2aSOcrs6LSsYrUpBy5T43ODDZk8iZOKXrLoehNuRAVAwA8XSJetuIu5+SnsieFT4qZlSz9zrS1nZ0AedRWBZOSpGBOhCzptjWJsAqAJxk8Hfp9mGqG/OGvzXOyLfnEV+UgbQZoaRMlVikVARdzVciis6XBTlmSbKmsLU16kl3hlTbd7yyHL1uyua5kpGFz6QrNuuU2k6Ntptttbn1ojpvur7F9b50jcy77pyPOXmMxtZyHViwNv7qwGA68Vqv8xZf/5VP8/q+v2L9hRXhRnBw9/67HZnn8QI9vPSH4pxta3PPoKEm/ypKqxVjFolWzqQYWgSfw3FSA5RhbLtdWuE66MiSN4q6drQ8Z3LRglbuUpc0Lg4Y9pdzbinCDiJ2Hbf7iQ022PlkxQnSZjZ8ZkNtSEMhStzJjT/KoXZLryqyBUHQpi8cpwK1MWZg2vMonQqlLmUXvYnlWQX9lrftBFeLTRF8yUIuh3sNgJzH7x/n/izjNzyptJc6vCjqPnuZ503FqNhMCP+Huhx1m5uQQUswPVGl0Npvy8p8+sJ++mEgqpL+qvBo+e4fpZ5OtfHEdi8C3CDwL13YBn7G6wwXrYy45q8NIs8OGtYtsWNnm4AnBY3sbX/mXm469+5d+8bcHAD4QwQF2Ta9BSMG27T2+8G2H4wsWdVfiS4sNY9CsKGq+oF61aNRsfE+kncnChNN1FK6d5PtwBjuQmZdJ6koldPpYpcVpOgkvVCqkKvPfMbaMcL2YXYdt/uc/NPnmg5V0f2UhokJaSMEgJTiQagzJYcuy2AzAaVOvcNHNOpplsBY3OQSmctrw3Y5TqEGK1rXInxMp320u78W0TdbkMOxJBtgkFUdlpjxJ2n5PIZWq+4prilBmkiYRFkIZQVaCJu5prjov5E//yxx//A+C3UcBZ+DVg7CJsUwXVQpcbUbYbCFIpGHaLGGmeSwpiGVByyaJEellZlBZ59OS2UZjRa+vOTEnSZTL3ILF9KxHo1pjrNnhP13ZIfB7TM86PDBWY2JqCq0Vn3zv4Gd8CsDPOvdFWJYdLizOsnT7AkI5TNU1I3WoeILAswg8SeBbVAJJNRD4rnG6MsA2I1KukxT5d14sGpCLMrDT7lrmdSJFCvaS1YMljVmPnbpR7Z2W/Ml7G1x3S5VQOulU/GBq4qat+Dy/zgw0h8Fd4u3L7eHhYlIIBgvO8vdKaUPWUSxAfnqEl8m203uEp9SYBLRIWRDDOgykKtmq6Px1pDShIBdiCVQhyioVnjmFmK5aTxKrIP5iczV+9bU9Ej3HH7+nxb7jKbOSvYGUMlZS0leSWECkBY4AJwV6Tr+qQqWZXT2dVB6rVFaiitT1CvqhEc8JbOJE0O3ZzC2avZjHZzxG6jUmRxfYe7SLU53kp3/q+WGcxKd8zqcAfOnUGJVa/c3h3NKz7nnwwPMaQjM16lANUlGVLXEcowP3XE3gKiq+wvcUvpvge0kK8BjXSXJxVJZbixzUBbBzkA9E8zSSl3wEHSdm/wnJH/yfJp+/tWbAbZU8TUp5ty+MxtvNl7Zm5p1FpD41Dx/OuweBn+tR8jSEUt6YphGlojCL4KeN4imghSgBWxRgL8BtQKyyUyWlCEmXSlH6PUn+ZTolIzKWxVCHWbeznI/nnPjQ1ccY/WgcNL/w/A62hLf8nxb7pjHJtdSFow82WkhiYZEIQSjMrk5bFAu7Mm91O6VqbQmOAjezksht/bK0SaGBJDZmPguLqRGnI/Fci3pgNokksorfWHebcNe+2eHk9wb4iskGn/6Xm9voqadGayOXnzG5YLUa2dx1NkpmPhxLZja4Bbh9N8Z3Y1zXSFYLNiQxEx0ZoPOoU4iCpFQp0LMUpuhSWnbMkVnJH76nwedvqRJamdVaMbyAMHbPnmRgl3yu884AWwL3cLey7IFiDQNelNmSofuyTiX7MJ8uPckieIrT0jBPCm7zhEgLTEPTlfTYkiGvQAZOqCSnDU3zxwBaFTQi2Whb4V4lSt1Ok84oiG1srfnZa7vESvD7f9/iyGz6JiSFBYC0QCi0MPOgCYIoL7ZFPsPqCFPbOFLjJeZv5dkmndF59ysrtBVxrJH90udsQdZgalRstmwcSS67YOSp7Y/d3N549gu/N8DB5EeOWPjNF19mX9TrzJ/XqIQsdJooLfFdRZIIOn3LiNKtErg941fouxGuYwDu5H4kZk+F0llXLQ1dKdjNH0aVIns20GA6lcrRvO/6KtfdVCO07VLkNmtGTN492IrPXWHlYLTO5i7LgM6LSsHpWRMxuG0g22osS8XjIB1YiuKnY8PzAqto9gzMvWhMk0WWv5GCPP+p2cPiuXzrMJJEqJxdKS4lMqcJk5xByQaEpcnHkywvL3Qsdhzxcy9Y5Kk9Nu/4YCPn0AtL2YTM/zDrfhXUoTmJAPopp27ZEtcy/YmKEkRKEycqdRHImkIaO9bECXT6huv3XMMwzfcjqhVJl9FHNpy5+JvLltROG0hOC/DXvPr57Hz0H5MoGtfv/+xBJusem1bBmqVzzHW6LHQdPKeF1i6uq/BTf/DAi/C9EM8N8d2QahDieCGohE4vjfYBJJEZRTJcaPGnz8EtkjSKm8iPAzffHfDpm6v0LatUTBY3kXp5e1Kn42el1CRv6gwqHfMGT74qo2BQyqlJXmSW5cElcJcdu04VX2XhMQVzSYCXvXONAbCSxXMys43I1oRkgzCcquIrdNsGtKSKvzR2pon6qfl4wY9nzSArzXqytCWV2KZByBUxv/CCDvc/YXPTXRXTc831JrJotQo5dDKrVNsBnq9wXVjo2nSVQ8+x6fgW1UTQUKnXi06X9qRXgH5sVnq3I8Gh4x5rxi2efabNknGFrC/Td2ybT95y1Su/f4AD1MZeQqfX+3QlmN3YrB2prlw6w2MHO3zxDpeRwOLctRYjdYFrKwIvMn6FQZ9a0KVe7RJ4PbYf1JzowOFjkjvudVmxMuHyC0JWjiUsn1BEPYsksUoNAl2kKCJB2gppww3fCnjz37d4fE9qcSwH825yvjvbpaPzKD1wE8OS2FKkPg24rdOAu0wLfj/gPm30HorcJazmz6sU9EKSD/oO5j7Z/yhLjyl9jqLU0UzTkkTllGOhPkyLTUEerYWwUlBb+XMKDYlmy9qI//3GOd4k4Svfqpgz1lImemcunLp06iYK+orlExErxkMuu6DPihUJt93rceyYw/Six/YDVUInoOs7hH6qfxemh1LxJMtbknM3JdTri/zLHR7b9zSYHLV59lmTi1e98IpPO67PW/7r6T/jp8kS4YYbrw9UvPDEiUNfXbX3eJ9vPVTj5MkqW1Y7nL3OZu2ykImRHq16l3qlS6PWAbHIvY9rHtzlcNcjFfYf9Znt2Bw4aBHUIzYu7bFhdYfXvnCBa84LCVzjfWEiuPmrCmFa99KBL90R8D/e3eTR3Rm4naGbkcBWUiGVb2Vcty50J6VuZdZtzazXyvShlGYU7/sBd7mwzOlDTgPyoWg9vFpwgGpM/+2wwKssQ5YDtUNJuXmatS5ll4JM81OoM8ub55K0izwoZiu6xlEuarOsCNtNeHSvw1ve3eCG24PiA2WoKaQ0VTfmmvM7vPaFi2xYpVi3FKo1wb4DNgtdzd5jgm9vc9i6o8ptj42Q6CqjvmTcV4xWFWMNwZqlLmevs9iyvs10e57btyl2H/T5pZ++Zl+rXtl01TWv7n43DH/XCA5w9WXrmJmd589vH+GBh0Mmmy4Xb7JYNmExOZrQrEU0qn2atQ4TI/McnO7xvz8d8PUHmuyZqYF2EdrGssEd0fQjzYO7Qx58apGtT7i8+80neP6FPeib2by8uEmXhH3pzoD/8e4Gj+7ywLPSQmbwJoSxW8tsH7IonU/pDOlMyoXlQBeztNFr+D4DteHGi9GzQSHWsNBqqOAsx9dsbiB7nH6dq45LgVCnrzGVpwxF7+HHpAVkcfIkGR+f5eS5KCwLKuUJoNJMZ5oumghvlf6tJgk1W9ZEvP235tEavnxnxbyOLK/KXleouPhZHf76/5llw3JBPwzodH1OHLdpVmG8qVg7FXPVs0IOz57k699Z4C8/Nc7+oyMk2jGEgaM5PhPz5F7JQrfJyiUBL71wjieXV6mNbcYOWk8H4acHeKU62p+dW3jDues3fFb2dlUbVYvxlmByJGFipM94q8Pk6DyBP89Hb1Z89vZR7tw2ihYBDV9ScTSenUqLtaAbS2Zcn+6iZs/RkMMzNtgCEan8zyMkYAm+8m2ft/x9g8d2uybvEHII3Ol0TsqaFM0cnW9jsIdTlNPpTKxTnxsGdxbNc3FV6eunBfbTXR9LRSaiYFOy+d5c95yBvPTzssLNpDiDIC8GgQdTI5GtIxmiMlVipoCS3P8ka+VnqUoBbJUNMKNIIjhnbcQ7fnsepeGr3woo5/6kKc3S0ZjVk4pur8rsfJ3FbkAU28YaQ2gcO8H3IibqPX7pmg7rlxzls3cs8plblrA3qaBRKZsS0u3ZzMw7VPwRlq1Ys6ix32BXlvb/zQA/dlSpRv3M+664LJg/fnh/deWSmKmxPmPNLs1ah0ZtgR2Henz5Hof33TDOTL9OI7Bpecb1ynN0rv/QQD8SyAXJgQXBljUh65fFBXmbXuaVFNx4t8eb3tXg8d2uUUcNgFvm4LZEOplT2sRgl6NzHrEHJ3ZOof9kuqZOFOC2Ut47m0U1aYI8bYpSbp+XgZUJ80/FdinZTqO4EMV+yQzoZNE7oxBlWWKbzjpK0IlxpMp/KaUfkPPa2WNTeCqlDIUoZNrBNCCXIov0MtWaq9yGIvdaSQ2GRKg4e03EX/3OPFrBzXf7pnMq06ragp2HbB7da3PmCouFToUTczX6kYGd2RiS4Noxbc+nGvg858wO565bYNV4xBfvHmX3/hYnexbji5rxdsTkfMzaFQGveM7V88uXr7yv05lXT4fhp83BO90+ge/y8MPfufTEka3fdMJvONIJCeMelaDLZ77h8qW76xw51sRyjFdhw9NUXeNVmLldOanqTmnBsQUN7jS/9/MHeemlPYRWA+C+9X6P3/6rBk/udVJhSBaty5YPLsKycCVUpM61Ju5w3l22Ps6HVYvIbVLHQctjaZUeD5wMciAXP3VucMj4ZwjcBRWoB6N3CejZX2NAPXjaPJzvmodnVtTltebFxufywEk5Jzdd5+x5x45zh17bTneJWjG2HaWSiSjtLptmnHAFT+6z+a9/1eCb93kpyI12XGjBSy/r8Vuv0thqGSdm6yidrcPRuHaC5xoX40q676la6RJ4ixyYjvjyPT6f/EaDwHUJQw8Rwm/8/CXR8y4976qzt5z3bXSCkN89Tj8twAEefGQP0m6tjjsP3rjz8Q+fed03FXc9UWG2HxOFDrblMOJBy9fUXLPX3vcEgSPwXHJrCc+VBL5kzbKIK84/xPKJGTy3hyVDLCdBW4Kb7/F54zsbPLXXQTsCyPyVy+A2N2lJKrkMNvPzNn9g1yoVltagkMpOc+3C16VUUKYnQA7szPZZlACedS9PSU9O82mWue5cLVha/Fr63il/lHLxWZLY5uAuP7aGdfhlv0cD8kFf9cHxwMKKoySCs4sBk9yewy4Vm9mYoExM/uQKntpr8zvvbHDLPT6JtNJGnIdtB6wYdbj6LJc1SxwCP8OG2ZXpe4rATQj8mIofpUsW+tSCHo7TI4wS2p0qd23zuO3RMf7r63/hyQsvOOtF4WJ7r1db+7T4tfgexxt+679zcN8dc1o4Dx2erv2q6pxEC83+aZeJisNkRTMaaJqBplGBRlVSDyT1ikWtalOvOjRqFiMNmyVjgmXjMY2K0avYVozrxWBrbrnX43fe2eSpfQ7agbwiz9ITaZWieXmIITOq1wOAzh4PbNeVp4I7A3xmYpQ/toopb5mahpZN7fPIXqIY88ZQlimUI3o5qg/oTvTQCTA8dS/yAYjySXNK5lP6JaJ0P+ibQl7clvo+xVUi9+hO8+7MgyXrPsus26xLhvtphqAFYy3FRWdHPLHHZs8BG40DboDrVRj3JJ5IUEobn5PY+JsY/0FzHycWcSLT7c02/dAhinw8R/PQDp9Hnmrx4uedT2uk/qrtO556eM3K5fzpn/3t0+L3aXNwgPO3rKTX7eD5weHlE7fdsdjedsWDu3tsHIOKkyCEKSQrnkgNgix838oNgnxXUA00tSChWYtpVCMsy+gMXEdx8CTctS3grf9UjtzD0bDULZHGq8O04IvcO2/kiFLePcCBi9xsv3helBiUoQ0NmVm/KCK3LIFayEEglwmOUwRUMMB5l8E9cJ99c4BWNJy2ljotzAQy1Vtnv8PS5Q+sKPJELlAZbDgJMotjgciLTHKbCeOzYvJsLXThYZJZxw1fqjJtjIZNqyL+7r/P8ifvVdzziGTfrAYPIgXtrsaZiwkjZWTWvoXvSnPF9yy6fUk/NOY+YSTxHBshYHbBQ+s+sW3jNc6847xnXXG40+1i+ZXvBd/vHcEB/uxtb+N1r732ZLMetPcdEj+/c8cxzlzhmYn6RFMLBI2aRaNq0ag56b2kUYVmVdOsGXC36iHNeo9GtcNoc5H9x/u8/QM13vXZFvuOeWgnraIioJ/+QaxSFM+lsFnXMpvQySSxOs+184HiMuddzsOzr6UYSFVyYFsSS8qSYb8Y+NnDO4VO551SBuoA8CEfR9NKF7ZsqiS2Gjg5dEEnpmfJKSAbyN9JGZM0kotMvcEpeT2lK055LYpIt9xl96ZQL4ZTjKQ5QToa6ZvIrxOBjgRjTbjqgpClUxGP73I4Nudh2zZO9m4UxIkmiTVxooljs9TVRG8B2sgJbBtmFyRP7qkhteDszRdQba35vT37dt+5Yd267we63zuCZ8e61RsQbuO+87ckX9D9+Z8ZCZ7gU7dJZhZsKr6kWbVp1i1qFUnV1wSeaeEbtWFMJYipV3rUq13GWgscOtHjT99f43PfHKGnfXA1qAhb9tm8sc+mFTF3b3PZd1yCpyhXYtIU6CVVYBGxc9sHORiph63XcjpwCNzmJkuNHjFwJRj2B5fDwawE0BzUmRQwTz3SiJ0Z1+f6CwZzj1IBK0W6lk+bCC5VNswriqtFSYg0EMkTUkmsQiXpipG8kE1ZEyUMgzJgqq+K/ZwDq9cN2G1PsXfa4u5HXc5cEXH2ygSlXJLQYbSmeM3zQzznOG99n8Xu6VFsYXwEk0TTjxW9UOP3lRHr9SW9vkw3akss22a00Weht8j136rx0qs2sHlqyxdGJs68L+y3v1/Yfv8Al95S9u8/tHfZmot/x+p/x9r6ZPzy6VmLiuvQrFmMtmxG69CoJfkEvlkYa0RYFd9sZxtttDkys8j/+lCNz905Qd+r4Dhm3UTS67J6SYe/+70ZNq6N+eKtPn/+/hb7TljZdTiPQrlZj8juS5sYhps5Q234cjoiy0AvgXsgJ5eDBZ1Mf0+5CzmYmggSDSKBRKZ6pNKJkNsnpOBOlDZgz9OafM6lFFmN26u0NFoJdMYfWuT5+dC5UaIFSw0doVNasNhYLGXJczy1UDOsVzk1KS4TQmhsJ2HftOTtH2jypVsCNq4Led9b5lg+5rHYC1AdiedG/PSlPUiO8ScfhD0nRom1TZgoajEEDmZjtmPMNKu+pNdXJImNbUnGGg6jDcXSpTHH2tXrL3z2c37n+LGj+yZXT/3gAQ6wcuUytm799j638Zxtx+faLw/ELsZaFhMjDlOjmvFWTLMWUvEjHLvQgvtuROD3GWkscHSux59+qMFn71iC9Cos8QW+pYm1YM6yeMXlPS45U2DZNr/8Uz00c/zp+yyOzDtm8E8Y11O7BO6yf3exnYFTeO28I2mVAV8CtyzAbUsxmI6UVq6UabuiW1ls91WpzDVBoBPyte1qIMKn4E4MwFUZ4LokJUbkGyaE0FjavJ9ybp9N/tgUC1vzUeDsKpCUjO2TQmJgtkOYz8UsjpLGyqG0prDwEjTv1LIUR2bg7e9v8NGvNOnGHkcfg8/fCb98rWRhsUmiJK4TUa14vOLyBeAof/TPiv0zo4RVl2asqdoa1zaUoWsLqq6i2dOEsZkPrQYO9SDg2ovW8qwLLtz2ne/cs+/Zz774XwPZfx3AAWK5imVTy98hqzvXTS1p/8KyZo+1yxKmxvpMjHQYbbYJ/D5KSaLIBgG+G+I4HR7cEfNPN7T43B1L8P2AiYqm4SmqrpnAP3djzK++yGdmzsWx+9TrHV78nJAPfTHiyGwW1UzQShuegzpvqQcithyI0oUpqCyzIXmkljnQC2ZlOI/XxWib1KcCXJPn0tmq7MzPO7cXSU8Fs5LbgDvOQV6kL9l7LU6kNNJqjdISS5vXlU+pF3G7VJOLVA6brRYp0Zr5Y9PoySaRrHx9iEw3pKk8Rck6qLat2D9t8bV7qnSTCqJWwbNs/vmGCiJWXHCGj2sbhWkvdGnGFq+4pE2STPOPN4Rs3TXGkTig4mQisBh0TOBKJqsWS7oxvb5Ca5sLzxnlnLMmP7353AvekXT3/2vh+q8H+IXnruDvPvqluchb/mvXXLhjedM7efl4K2K0scATB7t88g4X3/U5Z22PK87uUPUVWnb5+E0Wb/3QJPP9UYLAY7KiGfETQy1WBCN1m5Vjoxw/ESBFm2Z1wRgNkVB1E8oXYFsOpSQDuTin5MynpCOivM7wVHBn2qGBgrW8biUHXBFZoRhWSJRAJqmm2TKCOsr9tjSCJ8pE8DgttvLJlvSf5YPJapD31pbKF1JpS2BErplEtdCkZJE8T0fydnwaqZUyGyOSYvdPogQy26KcL71Ko3f6wpTWLIaSCBecgKrjMlXRLK+5HDzsUXctxpoxzZpNlMjUbk7yikvneeFzp3nrB/t8/MYJZqM6FV9x9TmznLcmxPE033y4yuN7G5xoa6YXFcKr3/mq14z92pE9n+gsXfvaHz7AAf6f172CbY9u7Wj1U+GNN17HRr2bB/d0+ehNo0wfr7Fs1KZhd7li82GEPctHvmbzxx8cZ643QiPwmAwUI76iWYFmVdKqW4y1XDwXFjo29a5L4Lp0+w5T44Kffn6frbs1M4mhyewSuIv2vB4qOk/17i7v57TyjmXBcQ+A2y4vyBrqEuaKvnRvZsoXZ9PjSQKhkIUjVSkBL1OESkGUmEtylGiSpIjgWTdTDsl7lSza9pZV/MxiNchQA0pQWgolkAm5PFYmmWxWIVVm4mnupTTRPEtNMqBLIWh3BF/4us+h4x5W1abqQMNV1D3o9xXHZmw0ds4EFfyAplmD//Vr81gi4cNfBU83WD8xxhVna5ZPLnLpWXN8+NY+B4+0uPY5E7z0JS8JH39cdDZvPv/fAtV/G8AB1qzegFLq3pVrL7jkq98+FtzyQIVRv8plZ1mcudrmgg2CQyc137y9wts/NsZst0Yl8Bj1NA1fUw+gHgjqFUm9alMLJL5r7JeS9BKplEWkBGGS0WJmJG1Y7z3Adz+dsGoA6GKouDwV3GXr5+zx8P7OjELLMKyUIE7MSaW1RZSc+tllc5iJMtE7DDVhYiZXMkk1DGpopBRp6z3N4WUW7UsJua3SAQcopysiTVVkxp5k6/zSjWhSZLs2UyYl0VhCkkhNotLVhPkqcYlG4lppb0GIXBph9EaKhW6C61hY0ibbYpytYJdC0ajBH/9yD9ua5vatFlufrGMpm01rAjav9fj9Vx/itm0e559zVnflqo33iuEBih8FwGu1KnsPz//hsy+6Qif9p353bu4p38XinDNsnrWhzcnOLH/9gTrf2VFjrm0hbZuaDXVXUfM0VV9QDSTVwKLiW1R8jecafYKh3jSOo5g+IfjK7T6zPRvhW2ZiW5T3aQ7RgpnblBgaO5PitOAuR/YyuI3z1ql7hMr7hArLOZ2zKhoD8F7fIlHmvtyhzCNpKq4KI00n1PRDTayKfzMIbHMlURZYWmBbRZ4OKtVip5C2NQxF7CQDuSpSFalIfcVT86Ak8xgHkS9wNVr9xJKoxEJZkjiR1KuCl1zR52O3xZxom9+stLF7yPwEF13LbP2wLWzLwbaMlYjrRiRJSKMi+W8/53D1s0/yvusV9z1VJ4xcpKiRMEIoNvXOe/bz/rZaCf9IiNEfPcABVi9tqL1Pfuyty5dMRssm9R8srZ9wL9o8y8nuHB+6MeDIkTqXrLNxKrM8ctCiPVslcCDwoOJLKoFFxbep+sJM5rvmQ8htJmRCrBSdjg0Y/YkndG6/VhjXF+C2MqsCKytCS9FblKN4xpiUWvll/YqdrjUprVuxbVWynCsPD6TRKW2MKC3QVQvb8piZt+hHEMeZJNZcKdCSnlTMLsKJtsgZlqy3ladE5YENLbCVKVB1ZkVcnuQUQKJSzpt82DdfA5gUFsUyKTV8lPlMEiWRiTLMipTGnFNqkkQSWxJbWcSJhVI21UqIJyNipQiVTNvvin6o6PYTvJ7EdSyz0sa2cB2HwItpKMmOg5rt+6s4cimrprr8yosX+afrNfdvrwEeV128KUSv/sv3fPqBt735135a/dsR+n12Mp/uuOLqX04W+svuOWN5P6z6h6+6Y9ucuOmeCr3FBhesd7n0XMHLLp3miUMJ09NVJuqKVsWsaK5VbOpVi3pV06gqapWYWiWiGoRU/B6t5iI33CW57o4Gi6qG59jUbE1gazwrBXoaaZ20Q1kANQVvaf1KsW25WG9oW2aPULbS0EkBne8Sss2VxC3dG3Mjw/Mbrj8m8CICz4iExpuL9KJFdhwS7NrvEUbpQHx6wjm2wPckrRrMxX32zMQcPOnQS4GSea4XDlGiEGhl+U2pc5kfQuR3uRsWJS/Ega5lqYhl8D6T6WZUZXmaSApzYlfciJ0HJA89VcPyHALLOJtlgraiqSbT+kbj2pp6NeSRvX3edd0Y83MVev0qS0dczlnXI6gucHCmpsbHz3jr8y9a91cV2e9/5KOf+Hfh898N8M985lO8/U9eHm9Y1zp5eLbyhk99+YRs+TXOWeeyaQ2cf+Y8x+bafOymFk3XZryuaVYtk3dXbBpVQaOiqVUS6pWIamAkkyONDsfnevzlpyo8tGsE6QXUHajZxsgq29PpZOBON71lbfX8viyeyjctZ5uXC3A7Gbhz09DsscpB7jkJjmN8XzwnwUstMnwvIvD61CtdWvU2JxYWedunqtx8Xx0VFgyOLc1J5btQr2pWTSVcdf4Mm9Yc554nFIdnbbrKIkGaKJ0C3ISwlIwcaLiQA7jAeHnTxKnGRAMjdsN8/oCupvz/6GLbc2rvMdqI8NyIOx4JmFn08RyZGi3pwXon1fJYaQDxnIQVkx2+uc1h5z4fkWg6XZdG1efMFQmrzniO0pU1b9w/vXDo1a946b8Xnv9+gAP87u+9mWWrls7NzDYOrl/WeOmy1lGxeW2fTWvm6UYn+YvPVjl5ss6KERitS5o1m3rNNsrDqqJeTWhUYuqViHrVAKVeWeQr98LHbx5lIW5Q8W2aafT280W0aaS1zKpCayh62xmnXW7kWGZ/Z5kSdHKAF0A3axMVTuazaCe4KcjdLHI7MYEXpuDu4HkLfOhG+J8fHuOeJybwtE3dM9ugs43PriPwPahXNK16xNKxmGet6/L8Z8/gWB3uf9KmE9uEQg52KHWhP8mAnT3OonUG4EFwytJ4HblZ0UAEz/1L0v8/O1lStJuorwfA7liakUbI9oOah3YFIJ1ima7Ugy67ue2GqXnG6pp1y+e54zGbvUcd2guKk3MWGzZeps4+a9NvTq1de+vSETd577v/4ccD4O961z/xhl//3WTTWedstaKts9sPnHjx7OI+Jkdneftnajy6Y4Q1o4LJpmCkYdOsOym4NY2Kol4twF0LerSaC8x1e/zD5xrc/cQYbsWn6UDNMYMUngNemiM76RLaoilTksGmVKBtlXluWYrkpdQky7ttjeNkYvwsLUnytMSAO8Zzjf+L7/WpVbp43gIfvtHizz8+yc6j44xXbCZrmqoHvmtcmTJdvO8Z3XzgJemlG9ZMJTx38wLtxR4PPmnRVzaxsNJeZga4QgybqQJzkIth4BaLqU7RlA9F8/ykEeXfxGA0ZzCt0RpGWzGRirjrQYeTHR/bttLVMAWzlJ90mIkgszbc4oylMWuWzfPtp+CM5fOcvaHJ8c6K//bKl73oH08cno6ftXnTDwKaPxiAA7zzb/6O3/7t/6wnl26Z0Np/2eL8Xu/jtzg8+HiLNSOC5aOS8RGHkbpDsyap1zSNSpKCO6ZR6VOv9hipL5DoRd7zJZ8PfX0JyqnRcgVNVxE4Gt8xQnkvS1FyoBbCqYH2/FCn0raynFCckpq4pfvMHdd1SuB24nQBaWjA7RubDGl1+PCNDn/2kUmOLo4xVrUZCzR1XxN4At8VeG6xT9R3wXM1nmtyepnqbFo1xSVnd2gvhmzbYdGPbaIU5HnunII8z5tPN/R8CtgHo3jZek6WIniG6nIalA2FFvOmIk950IINy/pESY+HtjvMhz62NKtiyi4BpNx+oqRhZZQF2GxYrploRMx0l/LyF72s/eJrn/e+ufnZJ9atXfmDguW/j0U55YfZFYLK9PVXXH7ebyHiv5188hujE7U5lo56LJ90aTUsagFUfEXFT6gGCbUgppZOcLRqiyi9yHu+6PI3n5mir+o0A0HDVVRScPuOLuXfIo/aRSFUTL8P5J2y5GFSYlaGZbX5esM0/7ZtjZOaiZr0xOSenhtS8Q24P36zw//60DhHFlrUqzZNVxM46UZnOVQIUjR7knRldRjadPse8wsVWg3F//yVRSIl+PjNgn6/Tlu7MBDJU6PK3Pau6FZKqdOmjcZSJc1LypSo1AtQSwZ8x02v2LTiixXbMpXzFljPX0PqgNCoKt746gUUx3jPFyxOdJo4UqbeNmamU2vD9/dDRa9v0Q9tpAgQooPnTfGqn/qpk/Ulz3njXU8sXP+8c763xvsZA3irNQKAimY/esVlV9qBm7xDctfEZL3LeEtQr8R4rpmgtyxN4MfUKiH1So+RxiKKNv/wRYe//PQUMU1GAknLVVSHI7djwO2UmjMDm88GLtNDl+RSOz8f9Rra3Zm54jpZ7m1nZqIRnhPhOSG+20PrLh+9yeat7x/j6EITr+pSt6Fiq5ThKejJcm6ba1YSQZxt7Q1tHNujvZjQasT82f81jyXhY1+HblSnLdw8cpdzYiRIspxXm0WqqYwgkwxIqVDKMuCW2XoR8uVWOqM2lQG3SDlyK9EktiYp/fusFjDkpDnVGlXBm36+DRzh3V+UHF9sYAmZNnbMydXpJYi2uRIeDyymZwWxWM7E6iuPn/esK34/iqKPbrl46Q8U3D9wgGeHdFocPd7+4Op1V8vXvPzYnz/08P0Ty8cFI40OlqWYX6ihlKSSOmLVKl1itcA/XO/wrs9PoWWDsUDSzCJ3WlB6Dri2wHVNauKU8uwcPJSjTPag4IRlCeS5bUS+JKu0Yjw16jc20Gby23VM5HadPpVKh3sf0/zpB0Y52q5jVXyqtqTqJGnqpPNGkpBFTpuJo4ygCeJ8fMsijGxs22VxscJILeFPfnWObbsc7t5mEUnBAk4+/V9OR6TQyKSg8hKZtuGlUR+qVK1Y1o6XR9/KMt8y6SyFwE40KklPhJSuzFcZKolKzK1Zl/zuq9tIeZh3f1Ey3auZv0/eG4CT3QRbCkYqGi0S5tV5x3/52ivfopPwg9Kp/zCg+IPLwYePv/6rP+f//b1VD4614uOP7rSunFs8Ftz0QMjhaQdHBtQqmka1T6PSZXRkno/cBO/4xFK0aLCkJhj1FTUPKq4Btp9aNvuuwHMkviNwXYHnWIbfNnxYIXsoReyyJLace9uWLrEmlDjucv5dFJWeF+G5farVLodmYt7+0Sb3PTECQZXAsWk55moTOJnWOSsuRZ5/m8aHSbFsu0iJpCw6olIaMLbqMY0g5IHHLObaFollo7BKwx56YNdP2Qh00JpODHZyrYy2TDu/GYWiTdSPYkGcyFQ6kG5xKJu4YFr2SdbpVBZRbOE7kku3LHKyHXH3tirCtvGlJnAFS0Ztnr054rnnzjPTFpyzacXJeTX6pm/c++QHr7n0wh8WDH84ETw7KpNv4N47PvGRjeuC8PYH1T/e+/Dh+rlrayxpCGpBm7GGsXvbdyzkw1+fANFgWUMwGpiC0rGLWUrbyqK3MOB2JI5jikYhBEmi6IcJSWI0HjLNS/UQ6zA8nZ6lKAMbmG2Fkxv4m/TEcWJcOyTwehw8HvHH72/w+dtHUF6Aa9vULJ03OxyrUB2WU6TsyJxTlcJ0CdNbFFtEsU0UOVgyodcNeOUVHZQ+wR+/T7L7hKQnKrSFlepgMjGWKOljBEliFq0mMo3ils5z6Sxa559JiQc3rwd6oSBOzIliW+AmoNySHkQbB+IwkvSkTTd06IU2SWIxMar5pWsWuPmeWXYdn0QrG99JqHqSdRM1Nq2NWL50A2dsftVx23Y/fv7m1T9MCP5wAQ7w7cdQtlP7dCVYE7/8qsqHO+1D/lgroa8WeGRfyHnrYr74LZ99x1pMNQRTNUWzaqg1gTAyUm3A4tgmKvqeMUH3XInnmMjcDwVhpAhjhVImCiJkvp4uH+bN9OJZO18W0/i5L0g6qOE4scm9bZN3e24f1+/x15+q8blvtIitKpbtUbNFKe/OtrWVTToL/9fspRTiJTNoEMcWcazyVEVKl2yF4quv6jC7cILf/hsHbVl0CQa3JwidMkVFkyVRZp2IUqLUNNL50EKhd0ktJaQm0YJuX9Du6HTDgrlaJklmSiTz/0+n2xmixKRMgWcTRiYhWD4W89LL2rzvxiYb18VEixYn5mH/kYixybN6Z65d9Rtbzl69W0on/rdg6l9z/NBSlOz42g2f4/Wv/Vn9rA0TT5zs6McsS7wijo7Ytz5kceBIk1WTIe/5YoX2Yp3VLc1EE8abFmNNh8Cz6PWNVtq2hAG3Kwl8m4pv5j/rVUGrrlg6FnNiPmbvUZMzZkKrfEInb9GLEjVYWprlKHPvmrTEd5M05zZ5d+D1CCodbrzX4m+vG2Wm00B4RrRftzWVtAHl5V1WgeMIc2+LNDVJf79FLuQqzHjK6kRyXQsIXFuzdDRkx37YsddGSZtEWliIgWW2xeoVkTsJZDWKTDu5mZwh6yG4jqEsK35CvRpxeDrm8d0JUZSYK4EyZ4MsXUnNa1eEseTYSYvZtkUYWShtFiXUKgnjIz3u3tbglc+BLetDZtqK5563urdi2eQvtfurrtu384G9Z5yx5YcNvx8+wAGu++x1nHnhS/TffOnSJ173guNPbj8gXrpnT9958UWSEwsdbv5OnZZrs3xUMDnisGTMZeWUxdrlHQ6d7HN0xsJ3IPBFqjw04G5WNSP1hMmRkHM3HOfxI13ufTzALU3jGL1J1pYvAdxJ3bAcnefeXtqp9Nw4zb0jfNdE7ka1y833C/7g3WPsONIEr4JnWzQdUnCTFsEFhVm+2ZbEcczrGJbjFuAuJLJlLlsDI42ECzZ32XNIsGOvi7JstLCMfUY2ZVTKvXNPl8ytK/0MzH3a3EqNdwJf0ahGTI0tcP+uNjfd7+Lbxeic2axg/n/XNjRvqx5ydK7LXY8o2oupvFlbSGHh2OC7EY/tERw81OLiTQnnbp7qCHf561/ysqs+1597VD33itf8KKCH/Pf/iO/v+L3ffA3v/q079ec+b3923cozfv1nrl0xN9+b5f98KSDpeSwfEUy0bJaMOaxcojln3SJjo9Psn+nT7prLar4g1JNUfE29kjBaD1kytki1Ms/JxYh2T9CLjHQz0YP5JsP592lybztbdejEuLZZelXxe3TCiE/eWmXb/jq4AY5l07ChYhnhl2OVdRhDTAdDXLguWIuCUTG3OMnMcEw+HkYO/dCl3/c5a7ngF65pU/UXIOzRTxSdRNBPTKoQqfR9Z/cpB14ehcuctQQF65Jt6agGfcYaC8yFCYfnBLOLioWOotNL6PUV/dj8XIBaJWTp5DTHFts8ujfm0LE+R09ojp50ODxdw7cavOEVC9Sbc+yfWTtXr5/568uD4LNf+MJtevMFr/tRwe5HE8Gz45Of+AJv+YOf5979eltPjRwSzvIre+1exSdk6bjLkjGH5ROwYVWHsZFpbrhPcfvDTVqepFUTVCsyF2g164qResxos8/KJfPsPb7IX31ylDj2afiFN2I5PTBMBjmLUaQmafR2s+gd56lJLejRi3r8789W+OiNY/SpYbseDQfqWVpSbj5ZaXc167LaoriK2EUEz0Re5ehtSX1Kd7HskCUFrF/ex7Zjtj7l0AsdlGVjC5Gv5xt0Dii76GYdXGko1jRN812N5xnbtEa1z/oV83x9q8OB41UzKyt1rulxbYnnCgJPU6vErJjoMtPtc+8TPlEoTVc2tbgOI4l0xrn68nNPvPCyyhs3b178+NanKvzMK1//o4TcD7/IHD5+8Rd/EQCtj34ELPumr9/3F/fedefE4mKHkbpg9VSHseYJrrsj4WM3j9CwHRpBli8bp6yKb5yy6tWIZq2L4yzw6H5JJ/KoprTXUPNwkDcuTeQUqUJWYCZFYemGBH6PL9xi867PjjIf1rB8j5qNke06OtfEFMMXJVkqWVtdnPI55KxbOsyrtchpt7i0aSFbkCmBRaGpVxVvfHWX7fvn+MTXPSLLYlE6eLFpkTtK46RMUraiT2VceGY2VPr92QSo1hDGFp7rcO7qBXYdbHCiY+OnkgXPTQhCA9wwFrQ7Ds1ajddde5J+NM0XbxvHPQ5V38z1L4ajXHr5lccrSy75g/1h/JGRoPmjhhrwDAA8O4RYQrfT/cCVl18t1q9Qf/6lG26baAYdxken+dy3Ez5+8yiTgc94VeWKQdeRBJ6g6psWf73SZ2p8ga07+/zNZybp9DwmGiZVkFYmCx3UP5fTE1k2pLQNuG07wUmbOr7b5+Fdmo/c1GC+W0dWfaqOpJHy3ZmqMRvZskp5c2nc/mmPsgGn0kWaYp4c8iUUhidv1RNe98JFHts9x0P7bLqWRUcK3ETjxhBLwz4labpiisUiVVHlLcRZahRLen2bZs3jjT83z+5jM2x9YtIsAXYVgSvo+Qn9UBLFgjCyODxdZ6Tu8rprToA+yVfubDA6oxkda7Js3aXHLzjv8reA/kBQeWbADT/CHPx0R1AJ8P25968+4/w3XXLZC2Y2nRFw3xOKL94+zmTV53lbJPWGoBNqLEviu5JKoKmm2vHRRofZhUU+/PUK+441GPUhSC0oCju1Qq4phoyABiJ3ynk7ad7teyEhfT52U4Wb7xlBBD5V26LlKGqOToVfJoK7DvnqkyLXLuxjizn54ijrSgrHK5HOdErC2KKftvB7oU0vdOn3XXqhR7sT8IKLNK950TwN0SGJIhYTQe80uXhmR6Gy/FulGpR8st9w2lFk0QsdFjoVVo57/MoLZhhpLnJ0QdLuChZ7im7PuFElCfheyEy7z+1bG8zMTfDKiy2euzlEBi2uvfr5MxdffNGbDs/23h9UgmcSYs9cBM8OIZbQ7amPnnde7eThnTvXH5jf8JebV93vhD3JlRck3PhQj6MnXVzHbFWuVxIalYhmvcdYa573fU3yhbvGafgOoxWddj6zOcbygql0M5o16JltzIkKy2DT2ImQss9133D4zK0tw5g4Ng3bRO6Km0Zvx+TcIrO2So+smZJpPr77e09vuatrmk7E5ptRLIljSaIK053M4dVxYn7+6g6P7Zrlk7d69GObriUJEo2bQJz6/8WJyO0pcm489W7JitsoNpZpdt9hbsHHthq85LkneGD3NP90vUfDtQlcReAlVLsJ/cjCc2IOzXT45oM1lrRs2mGFF111WfTYXvHmc7Y8e2erWfmysJ5xeD3zAAcIfKn27tpx/fiK17tb2NpRyn3P/j2PiZnOEbn/sEWrYtGqW4w2NKP1iFa9z0h9ge9sj/jM7eM4usqyuqIVGHmq55iUJt8rn0lFS+rBweidpNqTBCcVUx2bjXn/DSMcmK5j142IqubqAuCpdMBJp8mTRBDGmlgZjiKRGYOjixQjPQp2pSgus9lOBak2xaQ4jiWJlWkIAakBpqLT8Vk6GvHrL1/g1q019s34dGyfSiLwEmNHESemMxnnkby4aZVZQaRD0qFE45jGELDCjfmFy+f5zvYZduwdp+KajXqeGzMzL5lb8Fk91abROMkTB5ao51x0sZ5Yuum/vuCacz90bPpQODLaeKZhBfyIWZSnO/72XX/HL7/+F5Og0nxMJd7HGvXFY9/cyjW7d/fZvNpn/QrJ2mV9Jke7jLU6xHqe//P5gLsfnmDtuGCyDq2qpOKJfCbQcN+m+nfTrmemxfZdhZetH0/9E33XTOd4fofP3GLz0a+OkQQ1aq7FqGsM/quepuJBxRfm5pkpnSiGTk/nNFqm+7BLTSbHLsbkMhbH+PKp3MvRkppOz2a+Y9MPy9FbpDOdWZEMAsWyqT77j2oeeqJCLB0smY6OifLJXEw3OSmbYxgmw6RIaTqe/TAzvzS3M1ZEVPwOdzxSYbHnmlZ+nPnDuKydCjln0wiRvfaPzz3rnN9asXzJHQuL0/316894puGUHz8WETw7ztq8BaD7+es//NTLXlL/ix0HN7urxmf+0BOHreWTJ1not3F6islRxW2P2Nz4YJPJpsVUUzHRtGjWjInnzHySqueKn11E8CI1yRSDdin39tyQYycS/vnLTXoywLGdfNDZdzS+S1roSuMM4Fv4rqDb6PHg7oSTczYjgSl0lV2SmcKA93cuGZBGnut7CY1anxNzCXuPNFjsuniuoOprknRVmpVtbs42MoQertPn11+6yBe/tcjBWY+O7VONhZENZOlKbArNJClcbM1L0flJoxScmDezoM26RCUC34259rwjfOXsDt96MMCuRTi1iL3HXOrVJuvWXZismmq+bUfY/4tjJ59Izj3vuc80hE45fqwAnh2vevnr+egnPp/87m++6k+OHT9pH9//zf9+07fu9D7ylT5jjYA//MWYE21NHPqsnNQsGbGYGndZMSlo97o8tDthoiZxbHM5hmyiXadKQj2gFjSS2BjHinDdkOPzgv3Hq+B4BBZULZNz+zb4jiDwBBXfGBY1axbLxhXnnNGmd2ufT90yjmtJXEfhl/y+T7FFThkRW5rXUvFDJkfmuPUhxSduCThnVciSMSNgQkiktEztYCuc0MZ1bFzbpR95rJyIWNLqcnC6T5i4LCYCL9E4sSBMFZNunFrFpWdcZuppSTM6N9pYYOsOh8VFn+UTNlq5uE6NzY0KYzXYsATe9HNtlk12ufGBNUwtvbh/9QuueGejOfYn937rSzznslc807A57fFjCXCA173mVcy3F6jXFv5wfOR5ciZee0k9+Kw8dCi55OjJafvgcZtlLZulYxZLxhxWTAq2rG+z89gMx9qjjFYKc0uV+Y1Ypj3tlid00kEGx45w7YhQRbz3S3UW+z62Z1O1Mn2JKV49N9XDeBa1ikWrDmPNiFpFsXq8i+f2WegHNPyBtfKDlGGJ+hPSuLUGXkw/7rF3OmCuZzPTjvFdnXdvHUuaVMu2cB0jyAodmyh2qQU2b3jZAm/8+xqLiU8n8fAzXtzSOJEmtAVRrFGJieCy1OK3JIyPdDkw3+fggdTRUzhYls9IY4QVo4scrvTYe3xt/PA+665f+YWXKae64a7DJ9UfLi60qdZ+OFruH8TxYwtwgEa9lj18y/XX38DI2NX19atn/ikJH/35x28+LteNwxkrLKqBZGo0JGGWOx+RTDUsWjVJGGs6PUXgK4SwUtsCYzAUeMbuwXcjA3Anwg9C7nlMctt3qsR4VC1pGh0Z353nzkbRGHiCWpAQ+AlVP+FFz+nypXv6HDwYDAwOFFsXyNnDzPMEjK478BL2HIab7/NY7Em6fZW/dr9v6oe+J/FiSRRZaSvfSndOOlz57A7nb+pw57YqfcthIZbYQqUGR8b6wosEUaLRmCtZNTAGSyfnLeon61x97gk+ftTl6EwF35V0+xLfqXDZ2YKFcKVauvzs665e0/zPe/dOt6+8+qJnGh7f1/FjDfDy8fKXvwzVe7wtvDN+e+/uFTuuuPCRLaPVhZ+xk20cn6niewlfuU9w77YWl2ywWLtCcO8TXRYXLEYaJkp5jqbiJan3SkjF7+N7Ia4T4lgxthOz/YDFiRMu2Ba+VRgM5RP4qWjLTMing8NOgm3H2LbKjTYFgx7kZhmUyB1ojQtttrbE/D9Kg4oN89GPjQ1aP1KEkTZDCLFpyBRalUI/Pj4KZ67oc+fWGKViFmMHjTSLVElBbmkqvuHFpQVTYz0Wum0e2t4ijKpcfE6H6YU237q/ghB9dhzosWrl2axq1L/wypees832l72rk/TaV1694ZmGw/d9/MQAHED6ZwFMHzh48I9f/9pzVqvuwzz8WP1n2r2dzHX28Z3HfdZPOpyx0mbj2jb37+4xP11HYGShVT+hUQuZGOlQD7pYVp9KYCbkk0TnRZeQEltIfKmLlYTWsPSW3JvFsxVCJDy532Z63h5weCqrCTO7hTiG0BJEkeG543R4YKwBG1f1+fYjijBOqb5YGT47pfOSdANDnMhUQ24TKwtbybSYVRCFxL2EtmMTeRbzoaQbCqRQVHxFGJmp41oQMb3Y4dF9FRLlMjEywnlrj3D31nlqtSW87MLzmJza8oWLLj37jSdm2nuXLVv2TEPgX338RAE8O1YsX04SHtkrnTPftO947aPXrjjnd769deuVK8d3UXdCVkwmjLbaSOFS84xAqBZoWvWQpeNzdKI2ut9n3dIe03OKHYcEy0ZtxhyPkZrCq2p6oUgt4sg111mqkZnYZNy14yi0Tvj2wx4Hj7qsHy/G63xP4nvGo08IM8vYV2bSyJICzzNDx52ezeqlcOk5fb61TREmFkmpMBxcUJV1O23CyBSi3UWL6QUfLJ9Wrc+asZMcnnE4NldhYkohbZu9sxV8V9OoKfqhZrHrkSiH6YWI/ccjtu8TbFy7nN967VqaoxfcvmpZ5V3aW/vwkZP9vauX/+SBG35CAQ5guVMAOxKtd0jY9u0nwqW/+3+f996dO7efES3cb33qFsHRYxWmGhD4klY9Yen4AtOL87zz0w0u3mTzymt6/OF7J9lzoMrv/FzMVc+Kufjsk5yzMeLex43RUMUzEXy4K1kWbsl08qaf2GikYVwcqHiZ+tFCSkE/1PRCTRgm9PqgtIXrCLoVi35ko7WNYyVESqfNHdNaL2/pzuY241jS6TnYVkKS2Gzd7nH3wyM06wHXnhPze/+pz67D8/zP98IrLrG4cNMC7/h0wsHZOq1qQqdvc2LeYWmrys9e1ebBxwJWrbsoWXHGGTvOXDX/fzenLjkMPCXE9yGo+TE+fmIBnh2W+QM8paOTT8VJ8qJaxVseqnOvu2/3Nxrnbjxa3X2ww1gjYeWSRRy3zTs/0WJ+doRWEHLj3XDbQ+Osbvns3CtZNtrnrLU9qp6g7mhGqjDWsGj3YL5jonWcrv3Lpj0zuk8KhW1DYAt8x3RUaxWb0aZkxWRIHEc8tc/HsWHP0RAVw9IxF9+x6NYs+qFFGDlEsSLRKteyl4eoLanx3IR6NWRuweHkvIdS0Kp3WOjbhMrjnGWaM5c00LHN5Wcf4+qLYHZ2jFE/5k0/N80ffSBgz3Gb8ZEYSy5yYLrBVRetX3z5y144v7AgXj2xZPnBucTa2/oJB3Z2/MQDPDuEM4rWau8ZZ47v33to4ew3vFZf3I/VP9+/dVe8buT+0bn5qG47gqjns2WVRbOm+ditDZbWHSabik7PZXpWsNAJ0Mqi7mrGGpLNa20azQW+/qBidjagVc32WxYNHCE00lJG8WiBZ4PvSqoVydRIwtLxOb7xUMi+o2Nc/WwIrQXu/I6HLQW1iqTbk/Qjmyi2SZJwoElVVkLaFjRrMdPtBW69r0Kz4rNlncfkiIfGoepLJhtmPvL4jI9rj/GCizp88saEh7YHrFlZpVWNGRtx6OhGe2r1hSdbExttrezfOGvTmrs1rTmttbLkM6rB+4Ee/3HeCdlQrFArx+ZmNmxcemOzUd/4t//09fVbLnr926zaCx61vBVbNyxv9Tau8dl+qIcKfV73gpBlExFxIljsWnT7DkLY1H0YadisWSa45NwFJsdDFvuZL0gqXEoFS4J0ikZZ+TCB5xpx2FgrxPMWePKAxWJPUvFg04qQXhxxsm2owF5IatVgGeszK/WTzeYqpcgHHwIv4dDJmG8/pth7OGF61mKh66KUTeCaBpQtBfuOKz741QpS+axd2ma67dOPpnpnr53Y+quvuuzR//5br33bUw9+dn2l0tho+ctvfHx7d0YK8R8K3PAfKIKXD8tfAcYVvnPi+HZs2/5LhP2X091LrKuvbL1n1ZLFjTv3PHp5r9+1li45xlxH41ttjs94ZoW0Z9EIBK26pFWP6PQTFjo2Vd+In7SGKDbUXZKYwd5Hdtnc/ZhXsoIT+K7G92Ie35ew56DFpqWw2LPYtDbmzDU9Dh7w6YeKOLFyZuS5myO2rIuYOWZ+juOY4WUhIIoEi12bZkVT8WNmFxLm2hbtRZde38W3BSMNzaGTPVqJ5uSC4sjJKZasGE2WTmy887wN1aeWrJj/zW5XJdVKwPNe+Tf6jHVrO8/03+uHefyHBHj5GJvYAEUqG4fdY//Z8dyRVWvOf7vv3+Y+skMkk1OVCxzZffbxYz1m211k5DLaEDRrgoof8chum517K2xZIZkat5htJ8wtxFQDhzA29N+haYtdh2yajunmiMyWwko4OG1x5ITDuSuhH0mmRgWT47Bnn9GIZCsAtRasXZqwfDzmxFEzuBz4Fq0a2FbCoWmBbfmcvd7jrPWa7TsUJ+YVR0/axKHCs9qMj07QHK3iWtYD46ML36k0zrReds21YXNk5H9EYTjzrAv/7etAfhKP//AAHz7cYBJgBvgvAPfdfwuOxZUP7+i/8NL10asdZ+OZ522JiOYPgVCEcYRIukzUGqxfITlnQ8j1dya0Z2yqgSSMTPvGdTQV1yKKoBtCHBsGxHDwZhop48H7oU0/Sr1GpMCxTSfTtTW9vk0YGvGKY0taNcnyyYi5Tpf7HvDodAXVwKfXaWNZMY2ax+GTNa645HL+S9NncnTsyfM26et2HarcZFn69isuf8kz/ZE/o8f/5wA+fFx04bUAt/e7M7cLuOPYbLS+0ppVjz3wORWJ0bVjyzf/wfbj23np1aOcnDuB6zzFaN3hwLEKh6Zhy3pJs9ZFWoLRqkXNTQi1ptPXhDHEiUQLmdo2F46yWhduXVVfYdk99hy18N0acWRxYgGixHQbbTnPvmMw3e4wMT5B4pzNiy49QSw34ovZv3hyV3v3prOulc+6sCXbHX+ngBuv2jDyTH+0PxbH/+cBnh1eMAJwY/a1jo6C7bW27zxwl3rMYctaL1qMzvrdDavOfcHESovzDkq+88BWEjHPnY83ODrTZNVkjWvO7XLr1ogwkhw/ITg5p4kicGyzEWJ2HmbbEEeKwFHUKglJknBwus/9T7Z46cUBG1dIGjVJTdqMjtbZeNZleJMVzjonYfNq9+ZDx8K/2bSm5Qj/XGJr3e3PvrQ7OzY18Ux/hD+Wx/8f4N/lEM4SgFngSwBHDh0GxBPVSnfJkliq1pKIvTt3kOgOTx6sYiGJYh296JrnvDUOui+rSKLZjqA+qthQ6fBSVeW8tZr5RYlT63PeWQkbVgRcsDFiti1ptbSzsj92g+Sbb10yEjhLxhVHDlvYTp2lK55FfaxCopCtun905Rp2j09MPtMf0U/E8R+Dzf8xOQ7t/QaWZMnXvnWiWXMTvfe44Pz1mm7cZ88hn00rFEdPCs5YmbDzSELU9zhvY5c9h2yWTFji4OyKOSH00Z958RXP9Fv5D3P8/wBGN4D7tTFp+wAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODo0ODowOSswMDowMLJ6YScAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6NDg6MDkrMDA6MDDDJ9mbAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 8}
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mf_hecke_traces • Show schema
Hide schema
-
id: 29069095
{'hecke_orbit_code': 9007199388958794, 'n': 1, 'trace_an': 6}
-
id: 29069096
{'hecke_orbit_code': 9007199388958794, 'n': 2, 'trace_an': -48}
-
id: 29069097
{'hecke_orbit_code': 9007199388958794, 'n': 3, 'trace_an': 28}
-
id: 29069098
{'hecke_orbit_code': 9007199388958794, 'n': 4, 'trace_an': 384}
-
id: 29069099
{'hecke_orbit_code': 9007199388958794, 'n': 5, 'trace_an': -14}
-
id: 29069100
{'hecke_orbit_code': 9007199388958794, 'n': 6, 'trace_an': -224}
-
id: 29069101
{'hecke_orbit_code': 9007199388958794, 'n': 7, 'trace_an': -980}
-
id: 29069102
{'hecke_orbit_code': 9007199388958794, 'n': 8, 'trace_an': -3072}
-
id: 29069103
{'hecke_orbit_code': 9007199388958794, 'n': 9, 'trace_an': 8254}
-
id: 29069104
{'hecke_orbit_code': 9007199388958794, 'n': 10, 'trace_an': 112}
-
id: 29069105
{'hecke_orbit_code': 9007199388958794, 'n': 11, 'trace_an': 2956}
-
id: 29069106
{'hecke_orbit_code': 9007199388958794, 'n': 12, 'trace_an': 1792}
-
id: 29069107
{'hecke_orbit_code': 9007199388958794, 'n': 13, 'trace_an': 2394}
-
id: 29069108
{'hecke_orbit_code': 9007199388958794, 'n': 14, 'trace_an': 7840}
-
id: 29069109
{'hecke_orbit_code': 9007199388958794, 'n': 15, 'trace_an': -28820}
-
id: 29069110
{'hecke_orbit_code': 9007199388958794, 'n': 16, 'trace_an': 24576}
-
id: 29069111
{'hecke_orbit_code': 9007199388958794, 'n': 17, 'trace_an': -45108}
-
id: 29069112
{'hecke_orbit_code': 9007199388958794, 'n': 18, 'trace_an': -66032}
-
id: 29069113
{'hecke_orbit_code': 9007199388958794, 'n': 19, 'trace_an': 11764}
-
id: 29069114
{'hecke_orbit_code': 9007199388958794, 'n': 20, 'trace_an': -896}
-
id: 29069115
{'hecke_orbit_code': 9007199388958794, 'n': 21, 'trace_an': -135378}
-
id: 29069116
{'hecke_orbit_code': 9007199388958794, 'n': 22, 'trace_an': -23648}
-
id: 29069117
{'hecke_orbit_code': 9007199388958794, 'n': 23, 'trace_an': 21052}
-
id: 29069118
{'hecke_orbit_code': 9007199388958794, 'n': 24, 'trace_an': -14336}
-
id: 29069119
{'hecke_orbit_code': 9007199388958794, 'n': 25, 'trace_an': 194744}
-
id: 29069120
{'hecke_orbit_code': 9007199388958794, 'n': 26, 'trace_an': -19152}
-
id: 29069121
{'hecke_orbit_code': 9007199388958794, 'n': 27, 'trace_an': 439240}
-
id: 29069122
{'hecke_orbit_code': 9007199388958794, 'n': 28, 'trace_an': -62720}
-
id: 29069123
{'hecke_orbit_code': 9007199388958794, 'n': 29, 'trace_an': 288454}
-
id: 29069124
{'hecke_orbit_code': 9007199388958794, 'n': 30, 'trace_an': 230560}
-
id: 29069125
{'hecke_orbit_code': 9007199388958794, 'n': 31, 'trace_an': 578868}
-
id: 29069126
{'hecke_orbit_code': 9007199388958794, 'n': 32, 'trace_an': -196608}
-
id: 29069127
{'hecke_orbit_code': 9007199388958794, 'n': 33, 'trace_an': 980174}
-
id: 29069128
{'hecke_orbit_code': 9007199388958794, 'n': 34, 'trace_an': 360864}
-
id: 29069129
{'hecke_orbit_code': 9007199388958794, 'n': 35, 'trace_an': 1243052}
-
id: 29069130
{'hecke_orbit_code': 9007199388958794, 'n': 36, 'trace_an': 528256}
-
id: 29069131
{'hecke_orbit_code': 9007199388958794, 'n': 37, 'trace_an': -303918}
-
id: 29069132
{'hecke_orbit_code': 9007199388958794, 'n': 38, 'trace_an': -94112}
-
id: 29069133
{'hecke_orbit_code': 9007199388958794, 'n': 39, 'trace_an': 1735296}
-
id: 29069134
{'hecke_orbit_code': 9007199388958794, 'n': 40, 'trace_an': 7168}
-
id: 29069135
{'hecke_orbit_code': 9007199388958794, 'n': 41, 'trace_an': 1176840}
-
id: 29069136
{'hecke_orbit_code': 9007199388958794, 'n': 42, 'trace_an': 1083024}
-
id: 29069137
{'hecke_orbit_code': 9007199388958794, 'n': 43, 'trace_an': 2669236}
-
id: 29069138
{'hecke_orbit_code': 9007199388958794, 'n': 44, 'trace_an': 189184}
-
id: 29069139
{'hecke_orbit_code': 9007199388958794, 'n': 45, 'trace_an': 2560692}
-
id: 29069140
{'hecke_orbit_code': 9007199388958794, 'n': 46, 'trace_an': -168416}
-
id: 29069141
{'hecke_orbit_code': 9007199388958794, 'n': 47, 'trace_an': -131044}
-
id: 29069142
{'hecke_orbit_code': 9007199388958794, 'n': 48, 'trace_an': 114688}
-
id: 29069143
{'hecke_orbit_code': 9007199388958794, 'n': 49, 'trace_an': 2460856}
-
id: 29069144
{'hecke_orbit_code': 9007199388958794, 'n': 50, 'trace_an': -1557952}
-
id: 29069145
{'hecke_orbit_code': 9007199388958794, 'n': 51, 'trace_an': 2899732}
-
id: 29069146
{'hecke_orbit_code': 9007199388958794, 'n': 52, 'trace_an': 153216}
-
id: 29069147
{'hecke_orbit_code': 9007199388958794, 'n': 53, 'trace_an': 983190}
-
id: 29069148
{'hecke_orbit_code': 9007199388958794, 'n': 54, 'trace_an': -3513920}
-
id: 29069149
{'hecke_orbit_code': 9007199388958794, 'n': 55, 'trace_an': -1200168}
-
id: 29069150
{'hecke_orbit_code': 9007199388958794, 'n': 56, 'trace_an': 501760}
-
id: 29069151
{'hecke_orbit_code': 9007199388958794, 'n': 57, 'trace_an': -163216}
-
id: 29069152
{'hecke_orbit_code': 9007199388958794, 'n': 58, 'trace_an': -2307632}
-
id: 29069153
{'hecke_orbit_code': 9007199388958794, 'n': 59, 'trace_an': -1215568}
-
id: 29069154
{'hecke_orbit_code': 9007199388958794, 'n': 60, 'trace_an': -1844480}
-
id: 29069155
{'hecke_orbit_code': 9007199388958794, 'n': 61, 'trace_an': 3136358}
-
id: 29069156
{'hecke_orbit_code': 9007199388958794, 'n': 62, 'trace_an': -4630944}
-
id: 29069157
{'hecke_orbit_code': 9007199388958794, 'n': 63, 'trace_an': -1444880}
-
id: 29069158
{'hecke_orbit_code': 9007199388958794, 'n': 64, 'trace_an': 1572864}
-
id: 29069159
{'hecke_orbit_code': 9007199388958794, 'n': 65, 'trace_an': -1302836}
-
id: 29069160
{'hecke_orbit_code': 9007199388958794, 'n': 66, 'trace_an': -7841392}
-
id: 29069161
{'hecke_orbit_code': 9007199388958794, 'n': 67, 'trace_an': 2179276}
-
id: 29069162
{'hecke_orbit_code': 9007199388958794, 'n': 68, 'trace_an': -2886912}
-
id: 29069163
{'hecke_orbit_code': 9007199388958794, 'n': 69, 'trace_an': -929514}
-
id: 29069164
{'hecke_orbit_code': 9007199388958794, 'n': 70, 'trace_an': -9944416}
-
id: 29069165
{'hecke_orbit_code': 9007199388958794, 'n': 71, 'trace_an': 325164}
-
id: 29069166
{'hecke_orbit_code': 9007199388958794, 'n': 72, 'trace_an': -4226048}
-
id: 29069167
{'hecke_orbit_code': 9007199388958794, 'n': 73, 'trace_an': 5011444}
-
id: 29069168
{'hecke_orbit_code': 9007199388958794, 'n': 74, 'trace_an': 2431344}
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