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{'Nk2': 8004, 'analytic_conductor': 15.978065444458204, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [23, -1], [29, 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': [2001, 1, [668, 1132, 553], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 17, 'field_disc_factorization': [[17, 1]], 'field_poly': [-4, -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, [-1, 1]], [5, [-2, 3, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998170408913, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '2001.2.a.f', 'level': 2001, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 23, 29], 'level_radical': 2001, 'minimal_twist': '2001.2.a.f', 'nf_label': '2.2.17.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}-q^{3}-q^{4}+(-1-\\beta )q^{5}-q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2001.2.a', 'trace_display': [2, -2, -3, 0], 'trace_hash': 141643249836009871, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.028', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.939', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.112', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.445', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.362', 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'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -1.5615528128088303, 'hecke_orbit': 6, 'hecke_orbit_code': 22517998170408913, 'label': '2001.2.a.f.1.2', 'level': 2001, 'weight': 2}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [23, 1], [29, -1]], 9, 2], [[[3, -1], [23, -1], [29, -1]], 20, 1], [[[3, -1], [23, 1], [29, 1]], 16, 1], [[[3, 1], [23, -1], [29, 1]], 14, 3], [[[3, 1], [23, 1], [29, 1]], 14, 1], [[[3, 1], [23, -1], [29, -1]], 9, 2], [[[3, 1], [23, 1], [29, -1]], 13, 3], [[[3, -1], [23, -1], [29, 1]], 8, 2]], 'ALdims': [14, 13, 14, 9, 16, 9, 8, 20], 'Nk2': 8004, 'analytic_conductor': 15.978065444458204, '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': [2001, 1, [668, 1132, 553], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 237, 'dim': 103, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 33556433, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 4, 5, 7, 7, 10, 11, 14, 16, 20], 'label': '2001.2.a', 'level': 2001, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 23, 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mf_twists_cc • Show schema
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id: 44901344
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998170408913, 'source_is_minimal': True, 'source_label': '2001.2.a.f.1.2', 'source_level': 2001, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998170408913, 'target_is_minimal': True, 'target_label': '2001.2.a.f.1.2', 'target_level': 2001, 'twist_class_label': '2001.2.a.f.1.2', 'twist_class_level': 2001, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 44901345
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998170408913, 'source_is_minimal': True, 'source_label': '2001.2.a.f.1.2', 'source_level': 2001, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798915671923, 'target_is_minimal': False, 'target_label': '6003.2.a.d.1.1', 'target_level': 6003, 'twist_class_label': '2001.2.a.f.1.2', 'twist_class_level': 2001, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 2358400
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 22517998170408913, 'p': 2}
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id: 2358401
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 22517998170408913, 'p': 3}
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id: 2358402
{'charpoly_factorization': [[[-2, 3, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 5}
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id: 2358403
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22517998170408913, 'p': 7}
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id: 2358404
{'charpoly_factorization': [[[-2, 3, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 11}
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id: 2358405
{'charpoly_factorization': [[[-2, 3, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 13}
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id: 2358406
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22517998170408913, 'p': 17}
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id: 2358407
{'charpoly_factorization': [[[-16, 2, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 19}
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id: 2358408
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 22517998170408913, 'p': 23}
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id: 2358409
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 22517998170408913, 'p': 29}
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id: 2358410
{'charpoly_factorization': [[[16, 9, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 31}
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id: 2358411
{'charpoly_factorization': [[[16, -9, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 37}
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id: 2358412
{'charpoly_factorization': [[[26, -11, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 41}
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id: 2358413
{'charpoly_factorization': [[[-52, -8, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 43}
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id: 2358414
{'charpoly_factorization': [[[-8, -6, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 47}
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id: 2358415
{'charpoly_factorization': [[[-52, -8, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 53}
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id: 2358416
{'charpoly_factorization': [[[52, -15, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 59}
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id: 2358417
{'charpoly_factorization': [[[-104, 3, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 61}
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id: 2358418
{'charpoly_factorization': [[[68, -17, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 67}
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id: 2358419
{'charpoly_factorization': [[[152, -25, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 71}
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id: 2358420
{'charpoly_factorization': [[[-16, 2, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 73}
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id: 2358421
{'charpoly_factorization': [[[2, 1], 2]], 'hecke_orbit_code': 22517998170408913, 'p': 79}
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id: 2358422
{'charpoly_factorization': [[[-8, 6, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 83}
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id: 2358423
{'charpoly_factorization': [[[-128, -10, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 89}
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id: 2358424
{'charpoly_factorization': [[[-152, 2, 1], 1]], 'hecke_orbit_code': 22517998170408913, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 6, 'label': '2001.2.a.f', 'level': 2001, 'portrait': 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hAMBBqOna3Q6RuaVUHNE0gifD+mWYtp9zyOzcFQe2hj2LkpoNOLOb3gMNFwuWBTxLb1Xeq1IUIagkDQ6lWZb3lM1ASudDk953HwlODobMTxxQi/2uN113X5phvAl+PsO9bk+FnFmZS55w0HFgyvvHyen3vfMpsmxjl2ZpLZxSpzyy7zS5LFlYiFVsjccsyxec1cz+PHv93TP/xtmz8xsbH5Q/TDtqj98NcbEn+n2z9qgM8ttlnsxFQ88cvzs7tu2V75oPzYPZ1bxvzTzrtvq3H0zAbmlhrMLVWYX3FYWLHB01IrZLEVc2YFDi8K1k2v8PPftcj1F9c4cXaS03N1Ti84nF00zC5EnJyPmetEjE8OuPXKLjfuBE9W8ZXP2aUKZxYcZpcEvSFEkabiaeqVmImxCA0cm41od2H7epd6dYgxAoRHt6/ZtmHI4ooDxkqRlS4MIzAYlloBm9e5dPoKoQxCD2lWXLZtHLDSExw77RBrh6mmpFER+C5EkaA3lMwuSc4sGs4uR/j+ANyImy7rcsvlgplmlcXlJifO+pxegLMLEWeXIk4twaFFwysvW+AXvmuZjeNNjs9OcnaxyvyKx8KKYGFZs9QOWWxFLLQMJ1uK42cD3n7bES6/eDz6/GMXPPqXH3irvujCSx9FxP8+jnwcd/zrDZVz3v7RBpl/8Cd/xbqpJidOL7z/tz/64E/c8/AD/utfMc/z+0N+/L0C6UTUqwMGQ5cglISxINYOxigMYABEjJSGwwsT/MJHBe//vrNcc35AozpJvdqgWfNp1FzGm4qzi4rZZYevPFbhrkciLtraY+cFEUvLfS7dOuTb3qgJI4XA8DdfqzDXqlCNhxw9o+h2G1x1YcxcO2LPPpeLt0oOnIabLoFWBwLt4DsB03XYf6pKrRriq4ixhmClAzdc2uHQSZ+Lt2uOnB6y+5D999ytAw6dNYw1hiy1A77wlRpGKOI45vare9x8jWF2xeWaHQN2bHKJwia9fpU9hyvMLgjml2Mr2ZY0x5cEZ7sBV1+8yM9+R5d1zQmOnRnn7FKVhRWXhRXJUium1Q1pd2PaPUNrIFkeCmJiljuKay846Timc5tqHaNz5g03u5PfrCvV8f+w+5m/5vJr3/H1hsyat3+UDP7JT/01d9y8Xf3l3+z52T0HZ//DA88eVyeWAsIIesGQqy9c5Dd+eJFrLqwyuzjB4kqDxVaFpZbHYsthuQPLrZjldsRSJ2KhBSeWBU51wM2XL/He2wLOX1dnpdtkbqnK/JLHQkuw1NIstjTLHU27r2kPDb1BxFQzZNt6DQh813ByzkVIn+3rFOdvMmxa1+Ps8pDnDzS49iJDrbrMroOTNOoBQeAyNaHpD+DSbQM+dv84l2yNGA4N02OSMO7TqPjsPjqg6ta5+uKIFw4HnF302Dzlc/5G2LYhQKmQkwvguQYhDNvXR0w0JJ2+T7fn0u65LLUVSyuw2NIstWIWWjGzLVgcxGzb3OW9ty9w806HitvkzEKTheUKCysOS23Bckuz0glZ6sQsdwyLHTjTUcythNx46Rk+8MPzXHmBS69foduv0O1PEsjLYuNsef+eM1f94taJQ/FrX/fWrzd0Vt3+UQF89uRLeH6lurx4cttDX9v/nt17T/3S8y8dpz1Qlk0GksUhtHpDrrtwjl//4SVecUGVuaUJFlfqLHd8lloeS22H5TasdDQrnYiVTsRS23C2JTjdNSC6vP1VLd58veaCjRWCoMZyq8JK16PVUSx3BZ2eYDA0BJEhjkFJg+9C1TeMNw3rJkMcd8ChMwEvHvTRUZ033hDguCs8vWeM8zbCF5+IeNUVPnOtPhVHEcUhkxMQhS6OG7G4WOPWa9p88bEG52+Epw4Mcanxhus1kejz4qGYIycrONJj/YTDRF1Q9QWeJ1ACIg1BaBgE0OkZVrqaTk+z0tMsdg39OGb7lh5vvrHF228JQDdYXBljbqnKYsu1x6kFK52YVjdipROz3NUsdwWnO4r5dsR1F5/lAz88x1Xneyy3m3T7Fdq9Cu2ux/yyg1bb0c76/zgxveOTF16w7Xh/0O9f84rLvt5Qym7/aAB+4MABxifXeyeP7f2eUycO/N4LL+wSx0515Uo3pt3VtPuG9kDQGkrmB4KFbsANF83xqz+wxLUX+iysjLOw0mC57bPS8VjuOKx0BCsdQ7sbs9KJaHU1y13DXEdwpqWZGO/xDa/scNPOiO3rFc2qS7tTwXcloAgiidYCbaA3AIRmojHgwCmDNgH3PFVn2Kty4WaPm6/sEeoVHnxmnKsvcjkw26W13OTGK3t85Wmf9ZOGPccM//ptbfYc9Vk/Kbn3GcXNlyqWem0On5jk6osDHnyxTzSscdNlHju2DuhHXe5+WkEsOHTSoVlzcAT0+hJtBLE2hBEgNY6naXUN9UbI1o1Dbrm0xzdcGzFVr3B2aYzFlSrLbXtsltuCVhdanYhWN6LVjWn1DEtdyZmOYKETcePOOd7/A/O84gKfpXaTdrdKp1+h0/Nod12WOw6LK4Llrqcvu/wKc9mlF//IpZdc8qezZ88GF+y46OsNKeAfCcDDKJThsP+Wpx//4oVzi9EHHvvaU66Utjy00w/p9DTdvqYzMHQHgtZQMN+XnG1H3LRzjl/5gQWuudBlpT3G/EqDVqfCSsdjpevQ6ihaPeh0De1eRLsb0+1rWj3DfFcw34UwHnLVRX02TMZ0e4Y33TjkvA2aKJY40hCE8MDzFY7PVdg4EbHrUAV0jZ1bFNdcovErPZ4+0GN+oc7l59Vpji/z2Asu111UYbG3wvJykw0bDE/sUXzHa7s8ucdhyzqXhW6L5aVJrrm0x2O7Yiar41x+YZe5VosnXhqn6tR55SWGi7cNQHZ5/ohg3WTI2fmQB593GYQKKSHWhvM2BnzDjQGdrmLThOaaiyAIaiy1aiy1fFa6Lu2eotWVtLvQ7sW0uzGdXky7p1npwVJfcKolaA2G3HzxPP/5B5Z55cUec4tjtHpVur0KnZ5Lp+/Q6Tm0epJ2V9Dtx4DmyqteGfaG4t+9+x3ffLBer37BdV399cbW1z3IjMIuOu5919ypJ39jeX7f5JmTLWYmHYahQA402jhgIoQAKTVKGZQCR2oc6fDkgfX89B+7vO2WJb7ttUucvylgdrGJ71Wp+h4136VedehUJY2+y1jdoTeI6fZj1g81/aGhM/BZmq9w8oQhiDSnZiN83wACTxkcKej1FQKXqOfwivMEOzYZtm3uMYw7fOlJxd6DE7z+Wp9rLl3mw18yeKLGeZt7vPCYYvO4YrrZo6KqBKHLXAfqFYct6wXP7Q245uIqt129wJ/d2cdzG7zuBoPr97jviYAvPl7npSNVLthU47yNMTMTAedPh1xxXoxSGkfZkLrm+8yM+wShS6fnseuAS3fg0OsrugNJtw/dgaHbs9+904/p9g3tvmGlD/M9xeyypt5s8aNvmudbbh5y1fk1zsw3aXWrdHsenb5Lt+/Q7Ss6fUm3n8i4EAZDw733P+F61YnfGJt4Yun1r7nhJ9rt7p81m/X/cwEeR22EMN/fnrvvlxeO3zdJGDDeqKKkQ28IAkm6yAgRIyUoqVHCoKTBlQZfSV44OM2zB2ocOD3H227pcstlA8YbTZZaNertCs2+R7fn0ElOdn/g0Bs6DIaGQaAJQkMYGqLY3oPIw2iQSuA6goonGG8IJhqwYVqzZX2P6YkWX34aHnrWReoxXn+tyyt2dnjkpZBg0OTmVwha/T5zi3VuulgzPd6j6vgMIsV8O0RpwSsudqg1hjyzr8Krrxnjxqs6PLNPgRnj2ss8vu+blvjKcwH3Pllnz/EK22YUGyarTDRqjDWg6oPrGJQEbWDPEUEcC8JIEEQwTIA3GMb0h5rBUNMbaHpDTbcP7SHMdyVzHRjqPndcvcRbbmnx7a/TRFGT2YU67V6Fbt+j03csuAeSbl/SGwh6A0NvqOkPIvoDTbsXs3DyDHuOf3nydNv81+9+x6ucxVbvj6fGav/nAdyYWSD8vmDpS788mL9rnStjxhpjGBEDAiEkIBFCIIRCChKAi4y5XGVwlabqCBZ6VT5+/xbue7bNq65Y4X13rHDF+V2mxmssrtTo9H16fTcBtrL3QDAMJWEkiCK71NvaLRtUOg5UPKhVNZONkM3rekR0OXAq5BMPVjh8os64X+W6yxxuurLNE/tb3PO1JjdcVGHbxh4fu1+ghE+zEbLSHaINKAEzzR7tjoeOqrzlVXN8/Is1dpyt8OYbegThIg++OEUYV7j+snW8+bo2F21tcd8zPV44UeP5Ix5bJiWTTUHNF3iuvQilACEM2oDWhjBKLtbQMAzthTwIoB9AZyBYHgqWOiCcAVdfssL7vmGFV10WM9WssNKus9Kp0u17dPvpSmDB3RsIekML7v4gtvdhTK9v6A2tJXr6TIdf/7OvrFvux7/8nW+51ew+tPQnl++Y/D8D4Hue/hN+8zOb+I0/fOy7l7rzH7jt4runr96+RNWfYlAJiGKBjpPQQIAQFuRSKqQSKBnjSIEjNa6j8RyD5xqqrmB5oFhcmeCTX63z+K4uN1+1wvtet8LVO1pMxVWiyKc3qNDtu/SHDkGoCCNJFEtiLdBGIDBIYfA9Ta0S4XsBnjvk1OKQO5+SHDzpceTkBEr77Njocen5imt3tlH+PC8earB5vMblF8CGmWWW2k2u2CyJtOHLT/oMe5LxesQbrh/whQdDjs82uORClzMrA3Yfdtm6foKrzp/nkRc6PLZbMAw8dp4/yc6tPju3dDh0ZomDp+DJvTUOHK5TcwS+I6n7hoprCUAAxtiLNYohiCCIBd2hoD0QtEMIdIQ2A155UZv3fUObV10Rs3HSYzBsstiq0un59PqeBfZA0Rso+gNBbyDpD23faH8Y25VhENMbGrpDTXcIvUAw1A6nZxd57tlPr/uOW/Z/oO5ujszwkx/+j78N7/+37/nnC/D/9Ot/zs5rX+RHIv3tdz04+9sf/OjJ8fq3LnP9RTF+FFD13QxsgNXdAqSUlrmlwlECx4lxHIHrCjxH47mGimuoeTHjFUFn6LLcnuDTDzW5//kB6yd6vOf2Fju3Dhj0u1x+vmHrBsUwdIljRawlJgW31LhOzLGzhiOzgpW+5vOP1Di1MIEJXCYqik1TDts3OFywGS7f0UbLBf7oC3WWlsa4YafD5Tta3Pe8QEQu6yYk9VpEL/SQRoKRKMejNRCcXRJcZmrcfm2HR5+psmna44bLJ/neb1rgT7/Y4cl9dboDl8WVBudvqnLJxh7XX9zhHa/ucHppic8/4rPY8zl2xuXUKQ9XCaSUCATaGGINoTbEkWZiKuTKy3oMhyE7tw551+1D1o0pJhs+YVjhzHyFXt+jN7SrXH+g7D2wrN0fCgZD7EowjBOAa/qBoT/Q9BJw90JBJwRPxFwwfYJqODd91+M3/vbpL58Xvv/fbviL43v/kG07f+ifH8C/fNdneMOb3yb+v//+kXcvL+/64JO7D9TOthoYo3FUhO+G+F5IFCu0lvaPhEEIJ5EmEkcJXCd9tED0HIHnaiquoRoaaoFhrBIzURX0AkknqHPkZJ1f/YtJ0BEiirj2yh7nbwiIItBGY4xN4kghkErguB77jnvsOVihXnFoeJLpmmBmSrJu0mHTjGL7xphLtq8Qi0V+5zNNjh0f54aLXXaeF9OPOnztRZ/xqsvUmGG8EVCrWimktaQ1UCx1DYutmFa3yq2Xr/DUnh57jyvGmxWuv2ycH3jLIr/7WXjmYJ1u37DScTi71GTDdI11EwO2Tw34yXf3aNZavHAE9p2QuK5BKYMQGjD2/w1EEZy3IebmKyLi0CWMfIypMQhcZhc8+kO7og0Clcm3fiAYDAWDwLL2MLBafhjoRO5oBoGhP9T0U3AHgnYg6Ubg6BBHxUxPLTJWfWB8auLKDz7x0CXRO3/yBz/1yU9Mmve8938Pk/9vAbhp/S40j6sjuz/49ks2LH7Y3bC78oodyyy1+2zbPMD3NGEU4HsOWouETRMGlwalHBxpcJPaaEcJPFfhuZJhoPGDmGFoqIaaYagJAkMzgmGoGUYQRIJBKBnGPmFcYe/BOs/vhdgYLLStNnYleMrWfDR8uHwjNKswVpdMNBRT4w7rJmHbhiEbZ1YIzRK/85kxDh0e45oLFBdskezYssxXd0ecXRzj2vMlE01NxevjSx+jBFEsEcYQxQHL3QpnF12u2VnlFRd3eOSZCusnBLVKg2su1vzo2xf57c9qdp9qsNLVrHQU88sO0+N1JppVJppjNGshM/WQ7dcE+G6E60QoFSOFDSYM9qIKQ8XcvEMYKcJIEYSKYZg8BpJhKBkGkkEgGQbCBqiBYBgYhoE9rsOhPc7DBNyDAAahBXc3EHQCQTsSRDpEhzHHTkue3hfyl/fEzC3M1l597foP337jR/Vv3LvuM9/5U5+MP/Kr//Ag/wcH+L/+z5/gHT83pm6++Pi7btu55892bjxUmZkecnop5lVXDli/MUa5MRVvSBQ7YAQ2yDRIaXCkwVEGRyocR+E6Es8V9iS4gqGnCEIL9DA0BFFsXZGocI8hig1xrIk1Vm9rMnALAUqCI8F1wXcEFV9Q8yX1mmKsJpkYE6ybjNi+oUejvsJnHg148MVJVhaaXLlNsX2jy0VbB8RihS8/WaPuOsxMKBq1AS8egpcOO1yx1dAbKq66KOTKHYbZMzHzyx79QY03Xtfh4Rf6HDilqFclvtfkigs0v/jdizywu88XHphmsW3Yvi5mueUw3lSM1V0aNZd61VDxNb6n8Z0YR1mpJZOF0BhswkoLIi2JYkEUCcJIEkSCMJQMQ+u8BKEgCA1BAMMwJshIQ1twh8aCPoR+YBiEiSwJBEuhpBvFEA0wUcDcrOThXS57Dtc4POex9/T+ytvuaH3kd7538V+88qbGX/3Bv/n9uL7lH7Yq8R8c4MNgWTa9hW/9/FcXfv+vv3ik8oZrByhpeOHIGHc+VuH5/RWO3NHhPXcENOvCMk/qeUttg0rHtQGlqxm4Ci+UBK5k6AmCUNiTEyrCCFt4FRmiKLf9olgTx9ZdiE3ilCRuiQ1grTvjOALPEfiepOJL6lVBs2YYb2jWTw6ZmegQmRU+9bDkT784xbpKhSu3CbZtdDlvk2b7xmU+8zXD0lKFnRsUE01o1ELOHpXMLft458MwFMyMScbH4cARw3JbM7tQ4aLzKrz22g53PlRhqgG+56HkOFfsEPzgm+dw5Rx/88gEL52qsL4dsm48YqyuaFQVtaqk6jv4HvguOI4lBZnEMBnIsRd2rCGOBVFMAnQIY0MQQRjGlhRCTZA8DkNNGGLBHVlwD0LBIBT0Q0E7FLRCQTeM0IMBY36H9755mffc0eG2K0Mu2GR47vAAKRW3Xb6vcsH05R+M5jc5larzl1ie+acJ8J/5nc8TR/F33/Pgc7/+3J7TzUiv52svDsDEIAHHcPcTmsd3VTi9tMy/fmeP8UZExY1p9WKUjHEdDzfQuI6D5yg812EYSoKEuS3jCMtECStFEYQxxLF1ErS2AZfWJu3hTMBtAa6USHS9BUjFh1pF06hGjDciZsb7TE+s8OjegI/cU2XfkXHOG3PZsQG2bPDYsh4u2damF7V5Yk+TqnKZmVCMN2C8MWRiLMLzHISwF1d/6LHUDlnpGVrdiLllj20bGty4c457nuyx71STmh/iKg8hxtixWfGdr1vglZfM8ZF7Gjyxa5zFrsO6ZsR4LaJWkVQrCt8V+K7EdQWOkihFYh9alBtsD6vWZECPYp2sbpYUwkgTxRbcUQhBZPJ7aEt9h5EFdi8UdCJJOzIM+yEm7DFV6/Aj71rmJ7+jQ7MmiQYe73h1zLtu72CMoN/3GQb7m/1O+DvCv8Vrn/7wnzY3ffc/PYDPL7ZwlPz+X/ydz/zyyRPzU42aR4wg1B6x0cTaoI0BL2Il8Pj1j7vsOdTim1/d5faru6yfCuh0qvSHEa7j4rkevusky6YiDBXDSBKGkiCyy24YJZ52TOLGkDC3RBtycNskZcLc4CibMPFcQ8XTVCsRjUrERHPIxuk2Z1s9fu/zLl9+apKl5ToXzgi2rRNsXuexZZ3g/E0DHG+Fjz/ocPhEnYvXSyYakrF6jJRDTs0bfEciBRgjCEKH7evaPElMu6dYbhvOLlW5eEuFd9ze4q/u8zh61sd1QoRw0aZOGEmuPX+Z7d/W5svP9PjYlyd5+midzROC6XpMvRJT8QS+K/BciesIHIUNnKXIajIM9iLTBuu0xBbwGchjK+nsKghByuyRyMEdQSeSdEIYBDFxb8iWmRa3XbPCW2/r8ebrIjxZobXiobVCdyWxlmgjiWPHnpPu0lR1cviBded9pwqHb/tj1/+HqSn/BwH44tIKvud872fufPCXd7+we91MTRMZSRhDoAWBtvXbgYbAOITKoxX4fPz+Kg+80OGanV2+7XU9vvGGNlNjQ3qDCv0gJHRdgshhGDqEkUMY2oApjCVRZP/NKJLEsSDWItfaWuQ14ia3H23a3yaLPFfjezFVP6JRHTI93qUf9rnvRcMnvjrGE7vGmfBcrths2DgpWT/lsWlGsmV9wAWbl3nhaJ/PPzzDmHKYGRM064JmLaTVi/ni1yo0PIMQFlj9ocNbbh5y1+O2JqbV1cwtO2xZ1+Btt3R5Ym+HPQc86n6EksKCXNcYBFbrf+drW1y8cY6PP9DmsZfGOb5cZUNTMFYx1DxNxdF4LjhKoKS9kC2TQ5oZ1olU0zpf4aIE6JYgIIyFPU8RDGNBPxL0IkE3hmGgiYKAeqXL296wzLe9rs01l8RsmJQMB3W6XZcwzm3YOFbEsQV6GCvCULDYPrBuqB/+5S3n364HvdaHKrW//7Fyf68AX1lZYWWli5Liu+7+ysO/ducX75sadleYqkuCSFsAJsAOYwi1INCCfiwZKJ/A8zjZ9jn9eJ3HX+zxV1d0eNcdPd5w8wqTYx5B4DEMXYLQswCPrCsQRYooThI2cQ5wbRLm1nlNmRAmCSptNtRxNJ4b43shVT+gUe0T0+crz0j+4v5xdh0ZQ4Q+500YNo4bpscVM5MeG6Ylm2ZCtm1oc2K+wx98oU40rLJli2C84dCsQ7MWItyAdr/OeMMghMAYCCPJpK+IdEQn9Oj0YpbbilPzVS67oMEPffMKH/hLn2PzdRwVJheGQxRVGASSDVM+117Y5soLuuw+dopPfLXKPU+Pc7pVpe4rGh7UXYPnGFwFjrTpfCHK1XUaMNpedLEWxAaiWFj/PBYEcQLsWDCIoR8ZoihEhwFTlT5vvGOF99zR5lVXRIxXHcKoxkrLI4zc5Jw4RLFKzkt6jmxyLQgVg2GPs4sPrOsN3F8776IboqXF03/uenUajb8/oP+9Arzf7zMxUX/rE088/bv33ntfM+i3Ga+rRMOROBoGX4vE2bCJiGosGGrox4K+8hlGLnODCn/zRI0Hd/e5/t4OP/bOLpdu67BuXNGsOwSBRxC5RCnIU4aI8+XQGCsJTBZQghS2YMtRGseJ8L0IVwW0+yHz7ZDf+kyFI3MTPLNnHKM9pqqCddOG6THBVFMxNe6yfkqyYSpi80yPqfFlvvys5umXxrlyi2CiIWnUJM2apl4NEO4Q33dwlH1/YyCOJf2hQ38QEmlBp6/pdA1LbZfZxSY3XdLlxstW+Pi9FapLCkeGFpDGIYo9glDSH7pMj1d45Y4ur7ywy5O3nebYvOQj94wzt1Lj5KKPpyR1V+ClMkzawDMj8lSqYJk8MoJQQ6QFwxgGEQTaQBxBFCLVkE0Tfa48r8uPvaPDdZfGjFUdwrhOq1s4H6EFdjgK7kgSxjKxKa0t2ev3mHv8galB6P7uRTuvXh4M+p//+8Tk3xvAjx87xIYNG9TnPvtXF760Z38zDDqMNRwGgcYJwQkhdOzyZ+skkiVR2wi+GgtqsWGoBX1H0nd9hrHHYlDjnqebPPrSgLo/5F+8qcXWqYjtm/rcdHkHRygaNQdEugQqjLa10sYUmBuDkAYlrJdriEBG7D4ieWqvw51PNNh9vEEQ1Wg4ipmqYbJumKgZ64M3HSbHHKbGBRsmIzbN9Nk4s8yDu4b80Z3r2DjuMNOEZl3RrAsatYiqP+TR/YpB4ODWLaiMEQSRpOIorr64z+MvjtvCp37MSttlYcXn7MIEP/Tms5xcWOTx52ZwJSBCNBBFDkHoMgwk3b7DRKPCeLPOjRf3uO3KHt/2mnn2ntDc9USFJ/ZW2X+4TiQchkNFL1Qokdb3FAPPJCdgNJE2GK1xRcyYF1Ah5MZrupy/ccCW6ZD3vWFI1ZM0qg5BUKXV9QhDN/HXE8ZOCCeKJWFkSSd9HsZJ3BTa3MRgKFnpdFh56JHm4aNnLnznO9+t9u3dH1+y8+J/PAB/Yc/TnB7ghQcf+Z7psf6v63CZRt2jP4gBkEn1nxNZ1nZVovV0qvcEkTZ4MfgxVLUhiAWDWDBwXAaxS09X6XRifu3jE5goZP3MgMu2DZgai3jXa/tsWxcQhiLR2xIKzI0gK7cVUvDpB6q8cKiOcByOna5x6myNSlUx5gvG64ZmRdOsQKMqGKspmg3FRMNhahymxyPWTw3YvK5NbFb49MNN+t06F20xNGuKRk3SqGoalQjXDfjy4xWGPYm7zhpHqUSpVxVvvL7PQ89qukNJtx/T7jmsdBxmF2tcen6Dd72qzTO7axxbaqCkBsJEL7uEsWIY2sRMd+DQ6no0qjXq1SGXbhlwwyUDTsy1OHpmBceNef6ww199tYZQyoJbyPJJNBrQGGOIgpjt6yPe89o+082YS7Yb1k9BHLkMgwZR7LLcdgqAdpKanhzYUVLjYz13ZR/j3Hu3DC7oB9aDnz0+B/7GX7//4Ud6r33Vuj89dOTJYMf51//jAPjTLx5Di7MXV8zx35OtJ6WSk3iOInZtIGOTNhpHJowdGSItiNMEjC4wepwHO7VEygRaEMSSobZDfUIN890mX31BY4j53BMhQsT2JBlNimxDYpElFYlCSKRSRKGD1A6uI2n4cP6Moe5qar6m5kPNF9SrkkZV0aw5jDUkE02YGouYmRiyaaZDzDK/9dcVHnlxHTumYKKWsHdN0qhG1KoB9VqfarWGryRKJhocKwfC0GXQF/SHMZ2hojvQdPratszVPU6eHePWy4b86LvP8ht/5XB8xUcIjTEhOjaEkW22Hgxdun1Fo+9Qr3jUqhVqfo2KH9KoBlx7UYDnhlx3UcT77ujhqChJAmlEknPIQW5XGK0lQkh8VwEeg6HD4rKTBIoqYWRVBnQiDzNga1EGeZJcimK7goWhdWSGgS0liGPNF+97TJ6/dfB7C6c2PRz3h7v+PrD5vwzwj/7FX7Fxoll97NkDb39u10tix3qfasUypqMkxgWBtgVTyqAig5IiAbWxwU1s+x4jnVTBpYmI5HmkTfIaImOD01BLIiOJtUOofeLE9iresiylAEcIm6lUUKkaKo6homJ8F3wHKp6h6guqnqRWldQqjgV4XTDe0Ew2I6bGh6yb7LJp3SJ/dKfmY/esZ+u4YrqhadYVjZqiXoNaNaZRDTmzqDl0xqfi2fJbSCv9BIPA4fwNmg3TA9oDj/7AJCwuWek4NKoVGrVx3nfHHIfPzPLBz2/GkQ4GTaxjIm0II4dhoOgHiv5Q0qtIagOHqu9S9WNaHRtjeG6M68S4bowjbaOElDadL5K7LV2xWWQLckFLJ1WWOolrkvjGuiJpFWYB3LHIH7VIwM0qgIdxklwKraVrEFR8l+t2auL2S2LvPvl2Vbns0CMPfK5/6+3f8vUF+KZ1dW+ltfTTerD40+M+sj/0Ucoyp6NkIg8EMtI40hBJkwCWxO0ogDwBuAV78tqQJWnSNLv10FMvV2SBUlFzQ1KJKGxg5SQriK0jB1cJXMdY39gRVHxJxZNUfUW1omhUJY2aYaweM96ImGwOmZ7osW39Ik/sH/LxBzYxUfFZ39A0a8KCuyqpVzT1SkSjNuSJffD83hoXzphE9+Zp8/5Qcd0lhou29Xly1zi9oa2v7vadBOQutUqVamWc9756ief3z/H4ng1gFFrHlggiQxSarJ6kP3SoDQzViqLiaXzPxfdifEfjODGuo3GURiltt2CRJskcGwS5nsuDc5EcX5Gk+mVuv8bpc5lkRQWRtqXOFtwic7OiNGtaeAwjy9xRsuC6rqBZrXD8lJaLnZWfnV53xvP82vuB4OsG8EG/J4fDwc9//rMf/4lhb8HbMO0nWjdlT4HUMtHggijWKG1wkqRCnDBzBnJt0Dp9nWfbssybsckhnRyUNHlTzPUWIS6zclub0FEyyVgqcB3bKOAl2T/fU1R8RdUX1KqCRtXQrMWM1SPGG0Omxvpsmlnm8X19fv7P1nP85DgXTGvGa9CsKupVRb0C9UpMtRLiuQNaA4OSClcZpMw/WcpuYeTRrIb0Iltu2h8aeoOYTk/SqipqHZ+K3+C8DSG/+D0tfu7Dkq/tWY9BoY0mjjVRHBFE2tpugaLvS6pDRcWT+J7B9xS+o3Fd6/c7yliAKwtwlcgUIcyqBl2dxDHaCExSy2IbnUVW22JJR1rCyupdEvKKC891Cm57z+RpnK68guWOTUwNZ09524aVf/e+932H2+v3/mOtWvufTuf/TwO832+jTfj+Pbse/n/ay8crk+OKOBYZ+Gxkbr+0koJIGVQK5lhnANeawvOUnUX2O11IRuQHPH+PYnIyBXgiuzN5kncCWbvMSVrRXEfiexLPVVR8O5Kh6hvqFU2jFtOshYw1AiabfTbNrPD43h4/96fT7Ds+yfZJ67A0qpJ6TVr2rhpqlZhaJSSMAz56bwOpFK40KJHbhNqky7fLd75+mbufDugEPr0E4N2+otNVtHyHiufju00u2RrxS9+3yH/6U8Fju9bbrKC2afUwsoVmw0AzrNhyV98XVFyB79nMpueYLGPrKI1U1huXwlhCSgGepzwTkCdOi87Bbs9LDnCtLZgzPz1OV9oU3CmgyZ/rNIua3E2SZU1itD17j1S+fPcDP/7mN94hVlba/358vPm/F+CLZw9hjLnx9LFnqhXX7j4QRiRfLvnSJnktQWlBrFLtLdDJl4t1DvT0y8YmfV6onTDCPi+Ce43PlZXZpnUmSSZPKWE7gRyR1ZW7rrT1G56g4tuZJzU/pl614G7WA8abfWbGWzyxt8fPf2iS3cem2TIhmKoXpEnFoV6x9SvVSkTVD3DdIacWJ3CVQEmd2HJ5kGkDMsXGCZs8aYcV+kNjmwgGMZ2BpNpTVDwXz63gOmPs3BLxS987z8/8CTz+0rpE/2rC2BBGccLkmqGvqQSSgacyCea64DpWotk6FYMjSWQKiOSxiPEU5yaTLYXKxNJjXqGZnfu0qEuDzoBtYyo9SnKF851Kr8Ew5P6HnqxuP2/7jXLU8fmHBvjRvV+g4vZru5/7sifNEvWqIIhiW5mWaa/kSpWCWOVfNo4twDJNPXIVa12QIenz7OCalwU35CnptEpQSpFJEyVtPXkuT6Digu9pqhVD1bf6uVYNadYCxut9pidaPH1gwH/64wlePDbDpnHFTF0zVhU0KpJaRVGrCqoVe3HYVH/A43sE3YFHRZFcZFaDp00IsRaEkUO9orjp8g5P7G7SC/N2sF5f0fEVvqfwXC/Rz+NculXzKz8wx0/9ITy2Zx2hloRaJ83SeQ/m0JP4nrbsndSmuMnFbe8kMiWXcTLJ8q4F8qR/IpEr6XOyUogc6GQrb14LlJKYKazWJou30td59Sd2ZMiZFT744b/x3vWON9f+5KN39b7vfd/4Dw/wXusg1ea28aMvfeoPXNV5dcUbIoWLCiWREjiRzNyRKBY4yZfMlq0M7HYp044oXb02dWwyfW1MzuRpUiLrVqFwMkTSJCETcCdFRioDuGVx17FM5rnYTiAvKbDyY6qJvGhUh4w1+kw02jx3cMh/+uMJnj+6jg3jDjM1zVgV6hVBvaqoVRW1jL1jKn5Eozbgwec9VloVJibyNHkKlnRJD2PFuinFHa/o8uBT2nbRBLoAcknFlVRcB9fxcJwqUmou3Wr45R+Y46f+0PDYvnWE2iFMKgBt2atlcj+UWXWh50gcJynCkgLlpMeG7POlF2EqVURalUaeEMqBnqf58+KtPF7KV+MU2GsBPTUVClZxBnBDP9Cw3H/1rj1H/+Qnfuhd//LGVx5bufKy7f+wAI+Gx+mGsz9lhnu+1eE0tWodJSOUsulXpUxmCznJYywFsZPbgVZjFwPIgq5LDlLK1not5s7/J8vIZdpbphV0ue5OKwYdha3PcAyuaxuLK56m4sVUKxG1Ski9MqRRGzA51uKZ/UN++g+nee7wetaNu6yrxYzVTALuhL0rkqpv2b/iR9T8gEgP6QQ+QknclMEzDZ5q1SR1HbrUvYEtFwgqTKQgH8T0PMvgvidxHQfXSTegNVxxnuED//Is//b3NY/tXU+oHYaxIIh1wuKCSqjxXYOX9K46Tt7yp5IVzR6fpCs/fSwUZhV3MCke/3IsVJCT2eu8RDldla1cySVppA06Tm3hJMudZLqDCIaR5MyxJVTt6LfufOC5Q8Mg/Jl/UAY3Zg9w3vaVY792pdIHE787TJp1DVIqlLRVfU4B5HHCWJa9xYhDIvJgMgN3HsGP1pPkVrfJWbtwUrLlNunQUUkw5TjJmImkCCmtHqy4caKbQ6qVIRPNHmP1Do/vifj3fzTNs4fXMzPmMFONGasYGgm4qxVrJ6bgrvoxFS+iWQ/Yc9TwwDN1PClxlU6CuBwp6fIdxopIO9x+bciFF3Q5dLzKTI2kHcz2QPYGCQs7CsdxUdIkSSPD5dvhV35wgZ/5Q83Du2cYhFWGsSSIDLWkhtt3sSB30tVLJxJFIlWcrXBKigLARQHkhWWyGNCXiKcgIxMwp5392lhQp7Kz5JAl2WydJviSUl3bWZTUwhiXJ/bNIr7wxJUf+sXv3f7Is0eP3XrNeX//AL/38dPc+ejMedsm7v3NTd7Jt1bcRQJvHGNCwB5wKQxKSFTB+M/8UCVycMeGOI3GE3ckDyTL7JAuiSM5HPKBQCPgFgapUlswKRFQCWs7Bs/RuK7GdzW+F1HxIip+QK0yZHKsx3Knx0O74Ff+YgMvHJxmOgH3eNXQqArqFZF55dZ50Za9PQvwqj8kiGMG/QoVZS8yKQpLP2m2MEmKRI7V8s6QYWDoh6IAcI3nxXiug+tKHKVQ0s0AjoCrzhf8yr9c5tf+MuKxvVOcbjUZ1CXjsaER2WkDfnJ3M4lmEruQAsBzBs8+b/Kh15rvZxK2yc5VUmdudIHFExlTdMRiXQZ67q4kdeixrT0fRDAIJb1YMLvcZWXhxFufffHe+DW3XP/jxhw8KsSFf78AX1o8iRErN+w5u+/t7vpdbJ5q4AZRVmstUnBJhYwMsTSJRJCJfWjBrrUgdgrMra07EheYOj1o5wY3BXCn4x5S9jaJPDFJ1aBlbsdJ56ik5bEW3L6XgHuyy/xyn1/+aI3Pf22Ghe4EM2OSmUoC7orV3bUksKz6kppvEga32rviB0DA/c95LIceUz6lemxEwYkw9sIPQoem7/Daa3o8vi+gE/qMhdp2sQcab2hr1T3HAtxRBiVdhLQJGgzs3Cr5jR9rc9fjfd7/ofWcXJigP+4w7gkakaYWgR/a0cuesgON3DTQlCILgtPHYqBevDBLciVj8XITRUlaFhNymYlQNBxM9jytP7dzXGAYS3qRoBfb2qKX9uzhxInJtw/b0x9dbveO/r0zeLV3J7F2GauepFmpE2uB60QWlIgsMEmlShQbVCxxYkMk7ZRWR4nEAhRl3a3T7u80kMwjdUYBXgqCbPmrKLgAMql9tjaYBbajdD5mwo3x3IiKZ8dUNKp9HKfHg8/H/MkXm9z5yDoC3WRdUzBdsbLEWoCpT66Su0iYu8jeIY4z5NGXxukFDhtrJskYjjJ4aqXZ0tGKq7jx0j6RtgDvh4JB1uBrR665TmpxqgSINvtolYNgelzwra/p0vBP86Ev9nnopSlmwyq9iqQZGeqOsSB3kjhEmSQuSYgoJQYhkjgmTdjlLL4WwO2DKduII0DXhWC0KFGiAtjT7GagrfYeRNCNoR8DUrIUTfHnnznJ+unw37zhdbc/u7g8ODA1UflfB/gLe07QOfP7aDVz5biz7+c2NQ/g+za54DqlBG/C4mnmUhJLSSQljqOTUtZCBiwr7Flbb+cJnPICacFtCrLEZOMlpMhliR3vpjPmdpWtxfDdEM8LqbgBtdoAz+vxF/c4/Oqfr+PQ/CSuX2FDQzDpxzR9Q92HetJhX/VttrOSJIRs/UqcrARWniy0Y7qBh6cUnjRZgJl+jdRq0yZt/JUEkUvVHbBhvM9Kr0E/FMm4NRsruG6c2HwqsTuVBXgpcLWVj299VZfrLpvnVz4y4GNfnmEpqtPzXequpOnYGhzfAU+RNUM4adInWflkJlXyBFBi46+SK8VEWyop0+RQ5rAU2FsXyy9MWklaYHAtGCRdQ51IEMYxEDIYSO59osUVVzx/W+h0Np2cbR0YdI5QaZz/vwbwOI7ZevFPnvfAk7s+9Zefe3bnZZvhG14Z8JprIoKwfAXZA24PvopTFtc2lat0Vs9QyoaZPEtmV4P0QIlVXrcgTSsn7C0L4E7SzpbBdYG54wTkEZ5jJYnvDfHdPkfPRnzwrjqffXiKw2cnaNZcJisw4cc0fJOk3lNwywTcMksKVRLt7Xv2wmnWh3zmUYcDx6pUlLAZw9RBIUd5niyxOjyMHHZuh2+6rsOffGmKbs2hGRoGocEPkrhBaRxHWvdDUQC5W0CbXRW2TUv+/Xf0uPL8k/zhnZMcnh1jKarScx3qSlBLgO5JYy+cxGVSBZKQpbiGkiZf65abAGZVHKXNqI0osjqjtCcgigVBLBhqK0vaERbc4QCh+9xxTZfbr+rz6qtXuOGyC/+odtPr3hSFS3+rVHlZgPf6Q6oVj/sefGrLCy/s3fHos4q7Hz2PLzyyyH/54VnedH0//XrZ6UvnmcRSJyyuiLTGJAdfa52AOgc6iILmFufU3PlFZDJ2SWVJCmzrmqTsHeM6ke3ccSJ8f4jnDOnEAb/3KY8P3bWBU4vjaFVlckwx6RnGPE0tYe5alr6XSZ1KIk0S7zwDt2ezl8Mw4MBJn27gM+EnLk6adEpdifR7mkJNSujQrDucvyVA+QM6QYO+J6gmM0i8RF65iURxUtdDqHMEr4qZsR4/9NYeb799lg/d1eaDn55ioV+n71SoOIqaI6gqgx8Zy+ZJzOSkTC7yNH4GcEzZWRkFeQno6agK8lU6AXUK9ijJh5TbFwWdOAF3NEDFXd584zK//MMdts9UOTsfMXvy8I7xYHrL+i3XHjUmLF/k/yMAX1pcIB6rz4w3vE/t3/2ce8G04vCyy+6Tk/y7341Y9zNzXH/JEK0La7BIHRWJkopYaZy03FLrjLmM0QVpIkrgXi1LUs/bFABuCoFtCm6NUnHC4DGOivHckIoX4LkBrUHAoy9I/uKeJp9+eIpB3MDzPKY8wbinqXuGmm+oeTm4K77E9yV+Ik1sYihxJhKAe67NfB45Y3jo6RpB6OLXzaoAM73pTIPbFS0IFa7rcMd1HT7+lS77TtbpV+y8l6Fr8CJwQ40baJSycxqtjJD5cJ8U4KnHriU132H9eJ9/+94el24b8rF7Gjy1Z4z5fp2B8nBdh4ojqErwZWKjpvaqNDafMMriyXnI5EqBjEzhc6Qgz+RKwQpOHTTL4LZNLtC2waUbQ6RjiAMIB1x3aZtf+5EVtq2rMrc4zvzKOLOH9rnX3Hrrp1qt9iuCYXf+f5rBN20Yk0ePHL7hpRceHZseE7R7cLYLy77L3mM19h5zuH7nANdR2ZcSWLBFUqG1ToBt9XeqFfOWsqLmTjNmqykiZQ7bdpYCXWflnnZIkMFRsQW4ijM54jghrW7II7sEf/alJvc8M8ZSq4GsVmhUFeOuoelpaq6h5hmqHglrW+au+pKKp6h4gopHUqGnE3BrfNfqb+UM2X8STrUqNrGS6Nty4iQHgWW2pMpOS4LAYX1TcNHWPi8ej+iFrh3TEIIXkIyKjhOJkiZqbMxTvGU1IokNGca2Pvw9d/R5w/XL3Pdshw9/uclTe5osdmq0pEfXc/CUwJMCX2J7OKXBESYrVkstWBvY/232Yc7mxQtPFxg8NiKr7Q+MbW4eaoi1Bh1CHKAIuGz7gEu2GRaWfAZDj5VOhWNnYPbuB8duuPHWG3bs2PElXmZ40MsCfNA55Y/Vh7/fcI/Wz9ss2XNK0Y2S8kYh+JtHKnzjrX2mamHC4pbBZWwL6mOtUAnA0x5JnUxy1SlrZ7o7TwlTJrxCoJMX6FtZYqdfyWQClpIxXupmyJD5TsSDTzt88ZEGn39ojLl2HVGp4DZcmg6MubaTp+qSyA6oeiK5y6TkNNHdnsBP2TsFuBPheREVL8CYkPuf8Tl2psr0pMCVOnEiRN7oW0BBWn4aJ5KiP3TZvl5wxzU9Pvu1gG7o0g8FFdfgRZbFh6EprFIq86sRsiRT7D0llqQpIXKo+kPe85o+33DdIp97uMNdj9R48IUGc60afeHR9xwcV+EIgSsFrpS4wiRSyyARieTKA89zgpyCRClUgcYGYhLmNhBmjc62FxQTgg4gDphpBLz1VQOMFkip8b0QR4Ucm3U4s/dY/cLLbvl9fWTuUqDPOW7nBPhiS9PX/W/vtB4Yv/GyvcyMV7jnRYf5dgVECCZi12GHbgDrmhFKSfuFtUELjdQSpbUd3VAAtVnrvtbREQXHpABuKXTSPKwRCcAdJ8ZzQiqVkP4wZt8pOHpa8Yl7x/jSU03mluvgVnCaLjUlabiGhqOpuoaqCxXXgrvi2pmEtsxUFu4i+b1JQK4zkHuubU87dFrz4hEfXDdZ5k0hRV9OC6bsljop1k2x45yvOH/IZVu67D1Vo18R1CKBHxqGisTa0wl7p25KakHmWiXz2XUa96R9ky6DwKVaHfLdbxzylptWuPvpLp/8So2jpyvsPVUjWPGJfIeB4yCVtOl8kvfDanOVykPSAHp10JTZvcmqEidxVmxsV1ZM6qQk08Z0lIA7yu51L+byCyKENPjugHWTmpdODHlw90YOn+hz2SueY2qy+nIcfW6AL62siCAIfvQPPn5g/KKZAVdsX+Yttwrue2I6+XQxImFyKSMcFRInIIxFjNQKbeJEjshShwiJd24DknL3e8bamEzP5/LEAlwKy9i+byepRnHM7CLc+1WHgyerPPhElVPLVQ6droPvo2oOFUdRdwx1R1sXwTX4jh0c77skIE7vMrmrBOAkmjsBtxvju5a97YUVcGQe9hyt4cqyPVjWriNecdZAkPQ4Ri6Xbe9z0boeuw5H9CKXRigYOuAlMwFVAeBSCoSUJSaHtRyLtP5cJeMcXIauR7Ma8J2vH/KqK9ucWm5z/5Meh0/43P1MjdOLFeK+i5YOoadAqiRYtpVZkjTJlj+uCXIKNSsUAJ1lieLkHtm6WhPZ1zq2mVIhkJWQhtvDxD2+9ITGq8zxzjs0V299aPqNb/zxf/OvgiMfEN75a1oT5wT4pz9zF2EU85UHu3ystZk33nSGn3zvAj/yTth10OP4WcmlF0RU6wYUOCZCJnW+UspsiTQmeV5gbErBpFilS9I5VDlrp9NS7fLs+jFhbDh8QvDiYcW9T9TYdcTjpSNV2kOfYeCD66GaLr4S1BTUHE214AP7TlqnkZbN2rpwP5ElnqfwPJlcACbX3m5sM4uu1fkVL8TogLNLkqHxcRyJJw1OmigZ0eDp0m2yYCvvcQwiF4HDzGSAVAO6oUvPEdbpCPOCMUfpUgZSpiY1QDrsiDzWidOygKSEwk064YPQpTf02DARsG19yLUXDOkHff7FkRa7jnrc+3iFF49UOHzcJ4wcjK+IpQJhcxz5F5OjJzAbj5dbYoVMELrwqAsgT4rHdQxa0+/BniMOnqc5cVbx4kGX+55y+PH3LHLHtU2WW1H98L5nvhXhfOB/iMEfffg+lpbb6qGv7RJXblFcsc3l3a+OuXSL4Rd+sM1KJDh+yuGz9/t89XGfN90wBJNsJVILLIi1AC2JQ8vgOWsnC1oK9EILSbrUySQDSVJzEQaG3sAy+dGTkr+8x6cXKp57qcLBEz4LXY9h7IHjgXJRTYUnBVUFNWWoKOw4M5UUHinL2p4rbNKjCG5X4iWyxPfA90hcE5syt1NuoyQjGlKtBMwtx9z7WINWx2dizG6vkpYMSMma1ppJy00zLS4ZDhXTU4o33DTg7qf6HG/V6bvSyhQH3MjghqlnnXjsMrZ2IcVZJzJ7D22cwntYoHuxInYUkasIY4cwdK2V6obUvZBXXRFx46VD3nbbgP0nJM/vcekHio/dW+PIrAtC0us7xIFMyjclxilcxUKMALxYKZd88QTwIjIInWxCYDTVuu0dBcNtNww5clrx2x+b4PhJl5XQpT10+cRXmwg9haRBtX5ajM/sVPfc+5Xo9d/wur8bwIWAyYnG722cDK+aqjqctzHm6vPrDIch49UuM17ABRti/tsnanz0A1XWTRmMgGsuDnnP6wZJ/bdhZlxz9eUh9Yqt807ZWpwjW5C6JK2e4PkXHBbbkmpF8sQely88XGEQKgah4syshxYOoXHRwgXHQfgOjpR4SlCRhkoCbF8ZfGVsDbiTeL5Oztxe2peZgVslPZoiY2/P1XheWqAVZ+zteSFKBXz1WcVnv9ZAeY6120r6+9wMnnrhcZw6HorBwOUtN/f5/KNtPnb/GN2oQj3R4W6qw8M042iybiEh0ispPbqyoPULAE+64CPHMrnrKCLHwYliC3QVo5QdpD9Zjbj5koibLgkxYsi7XtNjENo9f/7mYZ8n93hUfcFCW/H8Lo92TyYqacQXLXmJOjkGtjXw6qtDpsdj2/gSG97zDUOuvigEAeumNF99wufBp320csCtILwGT+/3qBnJlumIqcnuVbdtqv+eMay5L8oqgHc6Per1avP5J//mkq3r+koSsG4iIIodgsjFixVKC770sM+z+1zmllzmWvYM7j9a4Qv3N6x20jA2EXPDVSGNqq0JftkMThJVSilY6SqeetGj3ZJIRzHUiqFRlpmEg50L7IBUSClxpbRglgZfajxpgeAp8FQ+o8+CPB+T7Dq2ESBtPC6C2zJ8UlbrpgweF+4RvhNiTMCpBY9gWMEfk3hJ2lslVXmlLGba0QOFoJuMWWOtCEKXiYZi63SAJwb0I59+JKg6thAprSFJE1pKFstbZfZe9j2S4F7rwhB8nXRcFcY/RHGSN1A2QaYi2wIXWsvVkTFSRWyZ1smKobl024DA9JGOptUSPPWiw0pPorKdH8uuWBHsApu+r1fgxlcEjI1rjJ0RRS1JOgGg4Jqdgje+esgXv+aCkkjHwZWS0wsxg4FhuddVF811Lvmub/uWZq/bbtfq5d7NVQCX+jSDrvMBV+95zaaps7iuoV4JqPhDXCfCr0QcOK34rx9qcvBoxZqmwn6rSAhamZ42tJfhzFeL33INgGf6UWTPjRDodMsFpAW0kDbQkXYojSMErkgYWiZp5wTY2aMqPDpJJ70i2XqPDNy2rctuieJ7As8hKzG1DJ6wuKPxkuyo64b4fsiJBc1H7q6D4+FKkQeYmTxZo7a64BOnQ0LzCawW5O97Q5/PPdjnpbMNurFLLbKb0toqQJN34qg0J1AI9kQe25gka5wXeKV3ndXCOI7CjS2Y3QToSuZJM6VipLTPpdBJPBTjCI0wmpma5htv1Xb4kkhkSJoFEmaNU58nBYQWmFjlF0RSMovQyFhz8faAf/s9bfYf8zh40kc7Ma3Q4UxH0gsNZ5a7VJ448prrrjv5gTCK/tXfyuDDpY+BkF7d28PYxjZKSoSIqFUHVPw+CyuGj91Z55lDVYuaJOjIR4GVz2b8coxNQbMhsgul+CiSXcNsjYQFtStMJgUcaV/b4ZJpU22hkMihMAclZe28qz4HuMxki++ZrKXN83RhcE6Em7C354RIGXBsVjDfriAcB19SkidSFK5f8tirKB1KwEucjiBymWoO2b6hz97ZIf3YYRCDHwvc2OBGiQ6P0iIzXZC/qnD8RZZ4sZN28wbuXBppnFgTK4Hj2Pd3kqywlSvFXEMyMCh7T50/D3QpT5G9e2kcxcut4CaJIdK/N0gZQxBz7QUh7/vGDr/3KYfFjqKjBYF2WOjZi7i/+wTBn/yNp/Xqf38VwP/ocycRQrBwtsd1l3S46fKYTesj5pc09z0r+cRXxvniow2We56tvRQJwMmZvFTTOgrq0s9zgGdlmcnzFCCOADfxXm3SwToUTpptKzyqEZCnIyIcZavnig3HFtzSPnop0NPgMwF32v3j6EyiuI7Vp54XEhFy16NVzs5XcccUXipNpCk7KKNHolRaKkaCQMVgaCfYvvmWLo++MKAdVeg5DtVIEyQrVFoQVcoyCk3eOZQGmnmSxVqHyrK3JmtCcbSw/bRxMnU3uUdSlQGuEvZOXa0E4FlmWeTgTEsqsty0yB9Xc3kh9S90tlepToYcjVUjfuzdXS7aGvHJe4c8tnvAwlKF6fWaV17W47ZXGCpuC4PhIy8H8E9/7m6mxqq3fuBDD193/5OSdeMet71yheuvGPL8Sw73PFrl2NkKVBw770wUAJ4xR+FUFvol85d5XV16LlQhaSCxoFbZRKo8uaBEkkARxY6dFOxkoxCKwM7moChsP+JaAE8DzlR3O6ksMYneLteSe26I5wbMtjTPHKyC4+Ek8iRNz2cMzurDYt2kvIk6Z1WZeeJh6HLNhUOmxvu0lmv0ImX1aWS/i4qNvYdFgGNBnr2RzOzYrCxCm4TNBVppW9evBbGyFZ+xEkRKJlakLmh9nQW1UhaYW5oM2BnAUyYvlFikkiV7nWEivyDS1+kFI7RGSYUeKMb8iO9685DXvDLky491eH63x3VXRdz2Cs3M2BiLvXXXDd1vufWbXvz2R3ZeecfaAHelIQjDbzx/2lzdqMPx5Sk+erfPJ+8LGQYCjIK6BOlaQEuVMLfI9J+k0EJWALL9nUmuzrRZIX9UlIEhCyC3z1PngMxjVgnYnaxFLQd29jzrXsmBnTbfWvZONLdDprdTS9Aydg5uN6tODBGE3Pmwz6O7GkjfwZPCzt/OKgjzctM8pT2azVxrNJoi1or+wOWmy/t806s6fPDOBkHs040lldgwjAoXtSjIFCkTFi++1bmYHLQj84FLCbhjJVFKW0ZP5kmmtT4qsz911jaXMrpt+M7ZN2Xwolyxn2s1o2dhceFvrASyWXEhNXFicmwcj/juN8YEd/RxHUUY1jh2usrZdv3q5rreNxodPbImgw+7x3C9xhtmj375Oz4nD9MNBNpxQVYZah88kqgpZ2uZZLQyRk0c2AykIwAXwuQXAIWLIK0KJAdFWvOQLsMpqIv1ykrl7+2kHfQpexfA7iTdMOk+mym47TiFEeZOeja9pL3NddKGg6hwDwkI+eT9TWLjo7LsZTHAzPsa0zWrpMFTFs+6mqSd6xenwaaDwOU9r+3x0buGrOiQflyhHwvciIzFpTTISGSywdqFo7VHsmBNigLIBbGTdMCrBOSOQWmBE1tGV7FtXpFJ+bNMR77JXJakMqXM5EWAl5k8Z3ZKbF8CeJK5Ti+iSGiU1kRROhkXBgM7xXZirMtDuw6wdPTy7/ie9772gT0HT9196YWbywB3VB+MunDjzNEd1eoBhsF2y9DKySgpTcuqgi5WiU5OAV0Eas7cuRxJK9JKIM+W87SBgVVsbruEiiAv3pP5HgmwU5ArNTLsJgG23UhWFOajWOZ23bQx2STMnQeYToG9fTfgmYOSA6crGOWipMSTuiSt0ubdkkFUou+iBs8bINKkTxwrwshlx6aQyy7o8rX9VULl0Y8EFQlubHAikZyDpAsnSpZ2JAJN+S1FgcVFQRrlk6nS+ZCO0sTKAl0Jk8gUaS+muDi4U+bgLkiVIrjzTq+EyaVZBfSSNCFZCYRBalNi9Di7iNPg1X7WscaQ07NHONFd2NHqDS9sdYd3r2LwU7OzeH6bF3f1ePAFn8g4mS2XgthJmNXBFBi1zNo5eAttZSOAXvO/KbG5fcxYvFiEn4I6m31CBm6lCkxeGNPmKFkCeHH4j+22JwN2lq3MmDvGc2xix3YFhRhC/ur+GouLVYTvWN+9sLKsqkHJBCclizCf45jXcWfetFaEocP0pOTdd3R45mCTYVyhpzyqsdXiaTmrkiTgTtcKnXjiaWFuIlVG9HhpokGxGVjLbEiqlAal09XJJM3JeZNJsekkbyEcfV6QI6XzXmT24u9UaUUQhWBWll5rIMJ3Jbdc3WP/wgl6nZOYsLtaorz5Rz6NlIKFxS5nljYjvCqOkngSPGESxs5BpwonklRXF8FckCVrMbYo/ncjUmVNFs8aYfNpTHKEvYsTZC2LS5RTBrjnJAOA3HTrwCTD6RjcLBWvk+dx6e4o27nz0jH41D0NhtJDSZVYluWZLKMZzFE/qVRSWtLhiRaP7SZOfuzw7tcP+LMv9XjhcJVQufSkxIt14h4JZFw8ZgYhRSYN7C3NHpb3LSoyeazByYqzDI42dqaktDJFZt57ztYyc3L0ywC8GDiaMi6KgWcxKD3XRVLQ/Omj0ZIughsvM9zqPorr78Y0dRngL+4/wRUXbam99V//7vnH5w6hvBDfkUkCJZUgRVCnhe8jwdQagE67WVaxd8rOI6ydgqPcEyhKDF5icTUCcFWeQ6hSBk+SPCVwp+l7N21M1nZmSNYilvZ0Rsk9RLkBB045dAIPlC0PcIv6W4xe4Gu4KKUG6xEvXBeHzFstXncFl2we8MKBgFj79LVHJbY1206iwZWw25bbxFLqPessyMyZXOQZzqQsxMkGm9qfqYTR7fG0u1PIjMVFxt45wEVBf6er7ghAyc95prUTyZrLlTwQlSmW5GpNL0vNLvZYKSVxYo/YueT88fN+oRYPP9BT/vkW4LsPneHE2ZXXX7R15qceeXwv075IRv4W084j7kdpiVmDmVnjRBckiRgBdnl4j9X65cGQqUwpDtVMxo5lAM+7XVLWLu5i7Cqsq5KA2wI4HwrkFuVJkb1V0tfpBSx1NP/trxss9isI39Z+e6kPn8UIovQ9z3XLOl50MiajpMGtoxJFDs2aw4+8o8N9zzRZHHoE0qEvJV7SQ5m6Szn5iELQprMknEEn4NYY5IizIhIGtyDWOgnidXKMlclcq9UAN/nqUQD5KKOXtXkZQ7kKKEqVc6wAhQpTJRVRrJHCRYiYqfHNP6X7Tz0SR73PZQz+wON7qVY8du87jqtDxqqevUpSMMsywItgTJff1cBN+yjPAfaiNCmxdmFkQVGmyHzeYFmqpCw+CnBrczmJJHEygKeaW2dBpevoDNxu0suZd+RbcLsqxPMCPnG/y+5DVZAuUtpVLguyRVmDp1/2nNWEjCR8Cu1mOumrDGOHKHK5YkePt76qzZ99qYJ2fPrSw5ciS/ooKQhFOgJ5NZOLIpMXuqiKNTFagTJ2VdBGWHCnFqyGuDg/RabODQV9nDC5LMuT1cClDPo1NTkjgC7+dzob+Zw7OSDp0WsfBeGg42EuUbZPetSqHosTDsertvbZnh+zxpJbZu3SMgwlZuac4BbZFymyXVGeFFlcCexYsZS5XxbgMgd4luhJAW7snOxEirgqd0vcwnCgXHNb9nYdO7VquaX5m682WGj5UEncE5EHYOeSKKkDNSrA17TtUssw3RMnttvzTTQV3/yaHp9/dMBi1ydQDv1YJvakSNwbQTGGESW1b9k7/ZHO2DxtSBA4qbOikucyeS0hToCukxUqTgPORPNnbJ7JinTa77kAfm7QQxnco2wvkPlzaS1FBOi4imlPEKqpHODPvLCf9TOT5919/xM/eub0acZqEqnsWKkScNcA9ejPz6m1EWuA3P48D8jy0QrZVKWUzQsjxdKRyMXZ38UOFzvcnTK4050NUuZWBeZexeDpuIl85ISjbObyyFHB/mMVND5COllzbi7jyhdn7mrkB6xYi5Izeb7xU2lbkLTdLHbAOOzcHrBj44DFvVVM7FkWjxPPX5TnmYhUqmTnMK3DltlnsLpIFIJP0DJvEM5nFya6XFoWlwU3JRYpuEXC5ILiUCKpTU5k8hyAHdXoJYAXAD8S41F8ji1DiBbnqU1c9aMbz7/tueWFfUedKIrp9Qcboki/YXZuiUbNy5kmBSRl8JZkSeF3eS2JfS5H/5v035BFLV8GthDl0WHpgbHauwzs7FGRjAIu+uDFe7KltSqCuwDyZL96VyWsnbC3Sl47TohSIXd9rcGBhSp4uTxxC8FvUXql3+/lRHh5BHHe8ZROIdAFLR4EDhdMB7z5ph5PvlQD7RLFVou7cTLkMy5LJQuSRI9naaYE5MYUJEpBrsjkuUxWFZne7XRgqU0G+lgU4g4JQqcrSEpGBakkQOpR1harAF7swbXAFpkeL2OwDG77O0UULSKI36Cj4QZMfNRJT4Yj7W4HnkvG3sVbye4qgLggNXNGX4v1s+diFQhEkvUrMrd9LTKQjwLbZjITkGcSZQTcSTVhVmE4CmwnHxCUjXhzdALyyMoTFVKtBXxtn+JzX63TH3hQc3CkwBVlaTIaYI6SQhnda+jvEcuw6IuHkcNYw+Fttw/40qM9ntjnYeou/di3FZZZzY5YxY45uHOQZzV+Bht0pheYsmweS6vHU4DHMg847WvL4lqPSEtZiJ90UZKawsqWXASkgC4es5GO/eT3JRJNPnjxuKa/M1oluysnu4mYOCSOQ6SMqVUEvpMj+WXIZwTw+X9bBLcs6M+1g0xRCCZFicVLTkoK7ORiyNhbiWQOeA7u9NF1TLZtoOPkI5QdJ62YKwPdzdja3lXinHheQBjEfOmxGi8dr4HrIqTCE2SbSxWDSyFHvmvhuKTPswATURg7XPDCjcimEeiCXRgEDpdui3jjLV2eP1plGHnE0qWvFV7MyGcROQuyGuTZ/BI16slrtBKodF6NFBgFMr0YdZ5/kBK0NEgtchdFiywGKB0TyIYU2QyvyQgv2zolka2pJMkZvLwSFneeKIPS7sY8GBqCMCIIYpxPfvouHEexstKmXnWyD1FimjWAvRroBVZfS6engIW0PmsVqEsALzTUptpbJK+zoTdF1i4BPJ+cmgE7Abqd8Wcypnayx/y5mwSXjgrxvYBdxwR3P1qj1/eg7iKFKFmD6bTXVVnMVfQtioc1QbkYmec3kvApFGAFoUujEfDGm4d8/sEBzx/2wfEYaskgThwVDSouOg8FZhTCzm3IwF5eTRxFLl2kZfN0VZEJkytpwZ4CPfXAi3JSChB69bHIZFwJExQYuqi7cyNi9eHLg/bsOCY3bVwOHXiOUycOoXWEc3ZuHiEkcRziezLp0C7/YekfWfvCWa3RRXolJqkGkYOaEVAX5UhZnhS21pBiDQ+crMAqzbI5acGVtIBOZ4SvAndydwv1z9YejOw96dqJTMydj1R5aFfVlglL29DspmnyIqgZuReBvsZRK40dJi1nzZuR42yeYw704cDltit6vPnWHruPVYgiFyMUfeHgxnm22erxRA7ERUdlNZPn729QKrEMpWVz+1ogtbA6vOj3GytDlBQ5oKUpMHjx/FrQnytOyS/EUTXwckGM/XV5wq1AdDuEwQBjDM5k00VKwXBo6Jgw+/6lSL/E5KNdE6LA4uUPm37AzC8fCSpHAZ5LlYL2ToGuChnNYjYzY+4c3OmuDs4ouJXJAO0WQJ06J9YxsY9KhXhuyHNHJZ+6vwF4IF2EULYlLrUGRaFMYeR7pScnW92KS2smU0aKrooltLFt3bNTaFWWvjfG4T2v7XPvYwOeOmQnCYRa0YtFVi8kBYi40CWzxhqSVjSiGAE6KENyAVpgKylRBTtTKQtuKSnpcKWT86hTG29EdmYsPbLhVRYQj8jfc+B6TWwm9TVh7CCVDSYdpSygVLL7r5CiAPCCVku+MOYcb1taakaDzaIOF9lVW9wqI2PqIsAL1uCqVH3K2iJpwC2B3DK3K8uau8Ta2WOa2Mk1uFIRrhsRxhEPPFHlxYNVcF2QNrj0snFmheAq+/xra/BReWIKT7LS2UKNSKm6MJZolTgqscMwcLl8x4DbbrAs3o8tiw+Fx0CDExfcjDgN4hJEiPwiMwX9OQpwY+zKa5LUvZFWm0tj8xAmkS0pyEUKdpEEl+mx0MWkzyipkSd1ikQ58lgCd2HFY2T1A3uxucKu9saAkyJPSoHrSmQK8KQ2IQN6qhfPvWBkEbtIPt1oQDnqi6dBaFFjZ/IkA3khTV+wpIodPRm4ZTr5iQKDF8CtcnBnujuZ9VeSJ8pWDR44I/jwlxoMQxdqbiJPyFrTlCjsEpxp7sLSWtQra9BQEeilQZXFXYXNWlrcoe5LvuuNPe58qM6+U/bii7WiFytbZRiLbJ4gwiDihMnjkZUkhXoh4Ew3llLGBphGGKSx4JbS6nOZyBYpBcIk50gXHBSzekUrFeLJlM0LOCkctnPRd1nS5YVjpkDCjmvfWwPqd37rN9ZXfPe/nj51cqdKKu4y+63gO4uUSTM/Ovlyomjdlf1pVcwwJhpaSVnKOkqVvp/MM5FFV6SgsTN9Xei5zALKUiCZMHf2s3QYvsmswcw9ceJCQ0OYPAbEMuDPvlDjo3ePg++DqqCUQ00Zqsok4yjIGpzdQmtcnkktHgdJPhmWUoCafldZyIimF60dJpDWYKfNvwZhNFs3BJxakDz9okeUNKLopBklLR8oB/ypZCqsKqXYShSuOpEBKpMCOe8XnKAy4DQjgCuyLeUVwsYcBf9/ZKt2PXLPN5nNm6ajZBOrMEo2s4oFUWS46JKrN1z5ipu/4szOnhoPhr03WUZzSXfHynYgTvY8NLIQ7Y8wUXrEigdylURJmLs8SqEsUbKrv1SDUixiMiV5IhPWTguBsu04VPExZW5TDiadeM1HpUJcJ2T/acnH76th569Y9rbaOwenFAXZVGAoWSDuIrMjcgCtAocu14akTopJxk3HyYxHHStilWjx2OG9d/T47AM19px0QQYYIRnGLj0SdyM9xnFuuxWMQYpGop0ZWA4+VSpXCo8pO9sgM/XDc8miJeUAUxcuNjkSgCfAkUWsrMXgq2p3Cjsqx+lzi88oGrKw1H4T8uS4o+MAQUStYvsX01Sx3ZI735VWZxrx3CKlKE1yu3A1mEuBZcFCGk3V5zvw5hVzKgG6kiQZzHSPmXzLQFWQJxnYE+ZWqURJ534kQaUjI6u9VUSsIr7wSJ09B3LtLYTMRlbk0qQYRI0ss0ULbJUgKD4Xq2MdXUj66LzzXacgT1L4Qehw6YVD3nJrl0Mf9wliBUIRC8VASNxEpgjSQLfwXBQtAxtwph/CGIEqnG9FTm4yBb1IAlAhEsCnr3M9nh4XXbSA13BShLDjRUbt5TVUna2jMat3a4sKW4RHYUyvF1CtDnCqFUFYg/GGLX+02ygLZAShsEuAIC2ON6Xt/YorW8LbBQ0lyldl4UulhTiyAOBi4CFFAu6Cv5zrb1PW31InMiZncVUCdx5QplpbZXM/kgSPjO2mqCrGdUMOn1H89880GUjXsrdwCl3zaXBbKC4q2oHnYqBzaEn7PAdQHvcUA02Zz01REqUVsXaIYhc/jvjht3f56wdqHDrtgIxAxIRC0BcCVUjfZ2W02Zkz5Q9EOeZSJv9sUuZsblIAG3s+tEmkqyELbrXO609Ggb520m9Eg488LxJAEeBRbIgiTRBpwtCScRBGDAK747Mz0YxwieiNh2gjGISS/sC+c3F7kfQfF0ZkC1uJuRmxfdKoeISpy3ba6kRAuf47r3MuMXgR3DJ3UDKQJ4FlttNawtapFs8DynxHCEdZ7d0ONB/8fJNTc76VJ8JBSJlbg8WLUJSlyaqTR3HrqZcBOgVNmjUeiIJ1mA7ukasCzihy2DIz5Afe2uFXPuzRCu20A2MkQ62sbRinDkViG2ZVe7kcyXWAKOhrg0rApVI2NwKTgtqYzEUxIjEmRF50pZPgVK95vkWZsddw316OGNJ97qPIEISaYRAzCOz+or1BxHI7xq/EOOP1CJeA4dSAIIJO31auhbEgTMBlpICCjVWGtimBOf/AeXQ82tSwFshLNQyFbvoyg5vCoymAOmXyXKJkO63JQiJndGKTilDS3h0V4vghn77T54/+qslQu4k8USgh8QSrm4rXSMvnsqzww3NA3BSeGMoZzbyUtlxpWCqllYpYOlSciB96V5f9xzw+9AWrxUERIxgIiSOMTfwkuvxcTJ6DWuQfMMtsWkdGG4MyCagNGJFclIkmzzS3TFk7Z3U7BkKsTQZClPFTfBwBuC6sJMYYolgzCAztrqY7hFbXsNw1VBvgOG6XZr1NfcsiYVRnoVXlSFSn1ZWYNaRIFkRmGM+77dMPtWrpKYK58LuS7k7sthzspmATmnMDvMDcMmVtmWjudGMqJ9+gqlglmD/arOXSMvz1fTWWhwm4hQV4Nh5O5PbkuZI7a+K58LoYKBXtQVujnQJdJLUp2Bnf2iQbeBXBbaWK1g5R7DDmxbz9dT0++0iNxY4CGYKRhNqllyXX8sQPpWCzsCqbQro+CyxNxuCWqRONLpKAsgB4ISyba5MfH1O0BAtgp2g+lKoFcywVH8ssbgqxjqA3MJxYgLmOpN2TXDIwTOgY59jZLiZqYfrzCDmk0xtjpVuh03eJ4lwnkoAzlSJrfQD5cuCmCOQiOEwJ5MWt64oSJQV1UYPLAsCddApTqr8LOtuRcSF7mXrf1u9WSc2JW4u486sVnnixipYu2fTaNLgsZC3zu8lXIPEy3/ucJJ5IhJJtlm9/bUq2WSHxYyQqkyvWUXF0xI1XBHzT9T0+cpcHKgAkBkkgHPqIbKxHttqUVpN0lS4HnrkWt8xddNOs7jZZaW1KTsaqIAv2JNNZDsgLyaeU2SnGankFYXqUirmFojJwXWsrD5ox9cGQqBIwFvY4b9Mi2zcpnANnXI4cr/H5r6zD9etMVlw2NTQTjQjPTTzqIkONgjiTJGuDW676G1MCeg7u0aU/B3NmDxZAnU22SnY1VnJtcKuCNSiV3ahKJfrbkTFK2sHvh45LPnxng9lOMnNR2rF0jiDfsUHkF7Fc61gIsRo8L6cnKTA5ZWlSympmu9MVZErK4rFES9vWtr4e893f1OWRF30OnZXghaAVWkgGQqK0QKYDYCmw+cgFl344laYz0+CThM1lWmloss8rRBnoIpnVYozJWFokUiat8c5qZVJJW6gwHC2jFclVkyZii2UblbpgxzbJW6aHjDVWUKwgan2kG+IcOzXBsVOaE6dmGKu7iIahIQxVL06AJhFKrLEkry6UOTewzZq/yxtVy4U6qlSwUwa0LDL3iERRa4I7n5BqwZ2AXEZIZYdoDmPNH3yiyUPPVG1vWzG4FOQjMwrxgSiw+VoXfi7nCiw0Au41/XDKjkoGbFMso9WFgFMhY00kHVTkcNu1AT/4njY//wcew0jaDJSWxMKlj022FclmlZtSXFXSz4YplM8mbC6TTk9hQS8T6SKklS5CJHo5AbRMwFlsgNBrYQfykuMsKC4qgEJDjbTzbSq+YawmWd+sMzUm8VwPVW8i3DpORSrGK4KL1mvG6ppaBeoVmWmd4hJRqvEVLwNqUfyAawC7xOJmNYuXNLhZE+SqKFkS3S3XAHeaildZnUmuv5WMcL2I+59y+exDNYZDF6qO1d4Je/uZNVheYVZ1IRXBXQB0scZilL5NAeypD10Ct84LsTL2NvnGVVIrlNHJoB7rqFRrEW+/rc89D/W59ykFKsyutgiHXuGz5jq8DHKDHSpUXGWMNIkHbrt9Uja3u9OIJMi0/41JVnstcpbOmLtwvs8lY1N5szp+s/ajkIUQObmQun3JyfkqK10XT3ls2NKkVq/hNKqG8RrMjAnqVYGX7DLmFPoc86KncoHRqiRHAuqM2Vcxvhn5mVntmhTqOyxjamQhsCzuS7+KudPnhRLYjLGTxzSoVMpOiV3pGu58pMa+MxU7gVPmE71ckQ64zD3vNRsbRBHcRUC/jD5JwZTU+DDqoGRsPsLgmZOiM8tQCkUcx0jpEA4dLt4Q8k2v6vLEHo9WkKRftdXjoVAMSHMURXDnIFfGarDUJsx2KBSr2VybfFtBk0gXXejeMdKsOkZmlLnXyG6W/iZ18wTZBYO2vnqc7HPfHwpAEYQ2uVWZcImlgzNelwQNyWTT7iyWjhf2HFUAeaGwf1Q/ZxHyWkw+AuhsJTDZY5HV7b9XAFMhqCxOU0plSXHqaTbmNwN7PrTdcRK9nbC2krb2RBPz53dV+aPP1DEi2RYlYW8FBWuw8N3PJU9S5h4F+TnYu/hYrtEQWbCZZzRHymizrGbirEhJbBRKa8LYRSrND72tx8HTLn/0WYcwSuoLhERrax0KnU4DLtqGL6PJ8+sQIy3wbYLHAl0m4NcJCFN7MHNTZM7eBlHChzC5bFlT7poE3FkNhD2osTBEsSAIwRhJHBuGgXWdGi2HSDg4VV9SryrGGg6OowqFUjIfRVwYTzzqV68tT9YCtikwXzkLKEd+JkeYuzxgxuSgLsiSlL3zILPA3EJnyRyV1pu4IQdnJZ99oE6361lpItP9IPPETrad9YiDkmnqwvOSa1JMfJ0D42bkhaF4H9ksV+d32/le8MSz1jaJlHamYaMe8bbbe3zp4SoHzyQnT1uW00IwxI7oFNkHyJncpLUo2edIMptpQie5GKXMbcPUGrRMm2rsfGqCDTZFwRe3X70YaOZ2ax6YypKmT2qiSOjcFvRiTMLkkX2/MBJMdgXCBcfzfDzPo+IrC3CRVxA6Kgd1EdxF5i0x+arhQGYV8GWB8VczdsE9KcqXknticmAnj06h2q4IbvvzPFuZBpeOihiGmnser3Pfs9VcmiTsLUXC3rIYWOZDb8rfvZDkyoX32rr7HBIlA3vRGy8mM1SZxU0p+ZPIFC3RQqFjjRaKaOjwuqsDXndjjxNfdBhqaQEhQtCCiESqlJLhRbmS6qeUMRNrUGKzmynQE62thC2bNWlNeIITo+0xMuTEV0z2mCK4KYI9cWYMSW25yVeQLGWvk2NgqwjD5GKKI4FSLr7n4WzftnXF6OBL403/W7TWQH7V5TMAy1nF8kkuD5pZC9SrNXj5ZzmwE+1dAHXqqqSD19OAU0mdVBHqsg4v1JooNQpuq7+lF/HgUx6/+qdjxNqx+5uIfL+htdLy5fl4I6tTvmquLhb6uwB9VYVhWoCVSxKrb8sd91LqUs24Tub0SWOHBXme5qe/p8O+ky4PPqnQXsJEyaeOUAyERakwlPo1TQJsQxJIGlvCnHngSW2KljlrZ06KoMTounTMinYgheCzcIwLQNeSvN48+e9tMCtQyXGJtcjqXjAGpRxcv/6ldes3r6irLt/SbbcWDrmO+EFjItykXjkdVJl3yBTrlsu1IeX6kEKCZtXvRjORyXNV8LXT1LsqWIClakFd+NnINhuFXcHSgDINKp0koeM4ESeXBL/64TEeebae9Fl6oGxLmlJ2/nZFkuzclsxUkeX76tnkaaf5WrXwMpu+lfaTZjU2GXmkPxOFC7xgn5aC8YQMCokTmdxLMZExTE9F+I7miRdcVvqy7GEKgU4GAWVujznHFZrFFLkIMy97zYpSqFG8Z6UJo79LY5Di36XlIVld1Oo+Uq3zexhppHSZPTv/3S/uemmfU6vYSZ1DqdFx/pFHnZLyWOPVrLy2/i7OCC8c/OzfMCUWL+4QkA94TH+vS0yeb6mRArwM7pS5ZfbcOiexF/Phz4/xufvrmErK3Ol+Q9Y5SXdrKGctyWc1rhUMZf+3xm1Ei2cJngJIso6p7AQWnmc6uOiFm0yPmyJ7a0ksFFJrYqmQfcXbXzPgpcNdPvDHLoEfkVFjEmIGmVBJvmTK5CJ/f1JLELKWtSzRkwSa6QbXGV5KPviIi1KaZpWzePrz0QKtLGiVNmEkhR1XUdLt2AIsbSKCyB4zZxjYXXLjKB2mYw+4lPkHKGrlUfCOAnmVJGH174tJndLI3VHdLcqaWwpbbyLFCMDlGvJEFsCdFFRJFXPfkz5/eledQewku8TlG2kpaWeh5427I3P1UhlG+lxkZDBCjGtUEZ5Lq+RyJK21L3XZG5NJlKzwKk3dp6PehLAaPAW5tPXiWjvEwu4Q9z3f2OWx533ufdbuQ0raliFs4BrkFJ2B3Mg84ESIpLLQZI6G1AlmRA50MQL09BybFIjYiwHyRKFcBXhRwkuaxpfJqiQolHyQYkdkgaiT7JxntMEZhumakbZ3lf9w1PaT5wLyGj8fHapYvjAKDJ5NJ83tQFEEtygzdzpwXYk41+Ej8iS/R0gZoZyI3lDw/j8Z4/ApH+Pa5oBR9nYl+c4JIwxeXpHK9mAO4VU/eFmQm5Hnq1q8RuamFKsM1wo4tUwcFSGRsQ0840BxwaaI//h9Kzz27zw6AwkiSgSu/TJaO6tBrgsBZ8LmygiQJgswTYLKlGHlCNDL3neiq40lh/TtTbrKlQA7AvbEgkwbJix7j84vzNWAq+yIC2f7lnGkVAwHHdorPWQSLY4CnFIQkPxOsiZDr744zjFKN2XtNYBtQZXsHJCy9QjQ030b1Yh7ooqyJPG8oxh+99MNnt3rY6RMEjqpPJG2cKdYMTgqT0oX+qg8KR6Hwg9XYdqUflCsQykFmqNOShHIo8BOJYsxmNQXF5bFY60Q2o4YVlpzzc6QH3lnm9/8xBhBnFzBOqdRbRSBzj+4kVg/niSJoxMnA5HUpOQgtzJCZPJEJvKkWDYrShLPZBnLzFUpkIYGVhNmsR7KrDoHCNBaMyGreLUmcRTj3HTrG/D9OieP7+K5J7+IkH7yH49oJIpgHwH6mm86OvN5NaDLIC/vCpD738Vp/qmLopHnALdMpUnBNVHVmHsfr/Chv2rQ6nt2AKNImBsrT7J9dorypOAcjbL2qIMyiumUzVfp8hHtnb4o16QUOmtGmN2W0CYzA1OHRYgkq2fHCmthWVwkj1okg/QrId//ri5P7/a452sKaiJHqLHCV0tFkO0Akn6plLGFbVUjsf7MiLNmUnmSAz1P9CT+TImp07dIz/tIE8TIsS1jLf17kf0OoD8IufaV13L9K6+i3e7g2JpnF5Iyd9fR5QTGiD4aHY74cuxNcakpyRVT0PgjwBbpfOkRkJfYO92MdBTcOgO1TLS3dCP2HnH4759scHDRTTJ6qTxJOtAT7e2W0vJl1i7VsScHqAj29GxkYBbnDjhH8W7W+EG5m8qMsLYNMI3ItblIk0HSltOKTIsn/rjUxKFmx2TEv3p3h6OzDgdOCYxTiBakpc4U5CL5Hga78ZgNJi2TK2G1tNIJ6NNCLHvak+smDxxNxtZlUpAFIGtGAVwuzS5fFGVcpf+NMQbPVVR8lzBwcYpjIVQyWmH0j6CsdWTyD7MW+IvAL+mpMsDXDjBHZYops3d6F8UsZs7cpWpBEeL6EbMtwfv/uMln769h3IJjkpTDCikL24Un7E2evUyX1fS7FbPFOWuPTmkawXEBQ6ukSeFn+azwvNAprwtP28Qs45b976Q1zNiNXVMWj2O7W1msDSK2m7Q6UvP21/RpDSU/9RuKsysC/KJUIQP5UKdD8EWmk22QKRJwm6w+pFhVKIv14YmO1gWsFKVeJkUok4UoYowy6IuALzpUUpL0MCQdVQgcKRSO8mcdJe+emBh/QxS2kMmeLsU/zieV5mxd/CDZB5NlFs+WjwJg0qn8GeCLwC4yeIG1M6mSPS+6JaNMHuE4MQGaLzxa5ytP1jBZIid1Taz2VqKQtVyjxmStMuGSW1JkcNYA9t92W0XhIxdBUosi0/oUWXhdTOMnTJ7OEEyBH2uFQKOlgzaGOFIoR/P66we85dYeH/2iJIiELboxCeJGmNyC3tqCTsLYdnZ4uk9nztjp79LiqJLdR15lWCKJERCvVf6QYbFIqMXDLARxEDMzNYkQ4u5qxZvtdiXqv/76b/P973vliufoFUcOvj3ozaIcVU6NF5MuxQKo7OfkLWOiuClS7mUXs5PFqsBVafjCTrpKpVrbZJo7LY9NXRMp08coswQdFRHLmM8/VOU//+EYR2b9QhODCyoZBSElvoSKNNnMk3RCliPzPSizx0LJgh1ilCRrsoK08vCj0jxzKbAbp+YFa1nhmmREFpmMFYUoDACS5f+mtBpKs2bzc9GtSkFiNEw2Iy69MOLEWcWBY05imKxCEwiZtNIlK1W2rJcjjmLtSkJ5pWu3XF9u0Z/X2yTteiODf9LYQxdWuOIgoOLrWEOvH3HBjgtojo3/v0+/cPDxb/nG2+wePZ7TQzkxvjvAdWNMuq9icXUtsHZ+1ZjC8TCF47NGEFqUNCNWYfFk5V64ZWpRCjATgCesnYM7sQhFwt5ezIl5xYf+us6+Qz7UVc7aSTo+ZW9XlBsZssGVBeYuu0cj0XyJxVdrxrJCScTpCIGvJvWC/wxrWoWpXCnZhMJqcVmsOpQSYRTaaISxVYfCaKJAs3NHyPe8o8OTu1yOzhU1KPkOhBqMVITJhWESTW6EbSDWCSMrmbTEmWJJhsiSNKP7PZWlSVF2iFXHLsVXdm0Vj6vIj+EwgnYvZrkdMrD+twX42PQVuF6VIDBw5nipPiT7R02uhxh509XLhyldFEU9XpIqJRZKg81C2nnUQSlo8DK4U/fEtqIttSW//bEmDzxXgWoaTBZALiRCpLs329LPkrYuZDHL+m8trShKB7z85Nw3s8ZrC1a9uuCqmOXMQJ23i1mwy9LPjJZoYZuVrQZWyXlQ6GRbbNEzvObqIT/2vg6/9CeS5V7yBdMsTQZygxGKSFhvWWvwhN2NLWVkHZu87IB0XmHRZChkMwsYyY6lGTmuo2BOL4LCMSvGPBKD7ykuv2Qrr775Cjrdfg7wSn0zfm3rPWefffhXQ13/Kd/p4qhyMDhi4SZvWmb0YkBa1ko5i68KNDHJdnBFYJfBLUTumBQBnromMknoKBUxkIY/+EyDP/5Ug07sWN0hCiBPHlPtXS6FNVlK/px+d/F5dhySxTtloL8j0Mtp+vRn5bkzWaCZ/q4I4lXD8602T8eomSTwlEm9hhAyse6sPx5HmoYX8YPv6nB2SfI7HxmjX9DgJSYHDBKjJUNhg09Xi6SS0Eo2jQ080+OXyaxi9WjheJUD9aIaWDtQF6b8mux9rASenqjQay/+6qtv2HnP/sOniwDfxn1/8/4eQh7xPYWvQtuaKNdaQItva8o/KS0lRSfG5AyffeEU7HrEaclBLYopehknAFwNbpn0V+IYXjrg8Zf31GhHScVYFlSqTJ6IRJrktd5kwVJJHxflSRZgFiZXFQPM7Lv/XSLLwhEsHOIs4UORucuvi8DWGXsnoBYyqdyzQWY2Ti2pttNaJb+XCBRCaKJQ0/Bjvu0betz9mM9z+63sAEoMjjQpXNBIAm03odJCZPNiHAGxSLZ5LDF4PoG2KGXLkr+871MJbaPILvJtSRG4zM8vHfmhf/NLvT/6nf+UAxzgFde/EamqtM/eTWfhMIhqadCPMX/7iStuAZdeXaXXFEG9Wr4UwW21eMriOmNxKTUqA7kFt5IRytW8cMjjR351ghcP+BhXZlZgLk0UIHLtLVgjJV8Yq1BgmFVFVgUol9imcBH83aGes/ZoIVY6usEkv0gZXY7qckRJl6fgF2nyJ4nabAIokSta2XMSGK66KOT3fmqFH/wvghcPVsCNC1ddAnaBJYnkc0XYuhhH2jncscmBbutGEvuwxOD5SL/MAy/o67VAXnxlCk/S618bSWcQceurLuZ73nkb7W6fVQA/3ZrEcRocPaWYkV3WjSuGgUpYpRARm2wxKQvJkvg3q8Fd1OGjUqUAfKvDdRnsWUazKE8S5pYxytV0tOT3P1Pjud0+sVMAtMx19yrtXZInjOy4vLYkWevn+QUu1jwefxvUi5Zg+WfF6sJynXi6+0JZquSSJN2OMGfxFOgSobVlcaFs8ZLWqNhwzWVDfvhtXX76Nx06EZYFdJRJFAt0Yxk1KVDTQhAmbB4JC3SNKU+gFSKberUWgxfZu8ARhYOxVrlt7rR0Q4nrB1x3ZcT1VzVodfI/zgC+1KvjuM2DnXDdoUl/3Q7o4ThpdZsogzsbEFk8uaVTVo6EEyCvBnxBr4uUqUdkiih73/Z5lEiWGMeN6WnBhz5T51NfqTFUqUsy+mjRO6q9y7JkdcVkdtzTpbZ0IvKtSkrBUQHUQpwb3KvkCUUGz/fwSU9oytzpODXIS2iFScpIR0FeYPH8d7Z2RWgbdAoMIjb4IuLdr+ux55jDhz5TpxsKcE1Jhxc+JSThuSHZoVmkQLeVh9kmAaYQ1yBK+6eWkjklsigfp7xkQZTiEoBYay6cbrJlpnFIKO/g+HiwGuC3XbOJ4/u/cPe2S2Y+Nlje9h9jvRs3XabARuUJW5RBL7IvXSYwUwgERsCdfSmT6PwRm7AYaBaYW2RWYIxIGho6geBDX6jzXz7YZG7Zs9svSCcPKlEZyCVl7Z1Lk4IsIXdURlP1xSxlCeijolGkIPgf0+MpdooFV2XQF4FOoq3zoJMkjS91Wg8i8pR+MmoCbJYTnRKMQRiJ0Io41myY0vyH72+DgT/9QoNO6BSCTZM8ccogN5ZATCJTdMLm0iQb+FKopU/tQlNg7yIZpuAvXNTF7x1jy9VjI5LrTiDjkPUTW5hf2PixP/7IU3f/wHd942qA23/ERar6Xe3h8K0bm4OrK64mjlVhsqllgPRgpkyTn1wzsjKbEovnkfK5gs4c2Cmj5zIlTkBuwa2ERvjwua9U+eUPNpldLjgmQpaAXWTvXHuX2XpVBlOOBpdlmcLoz8UI0BEvy97ZMR9hcZMFUSb/fVKTks3ky459ztIyCTpFIYFi1YRI9q60LF6UKzZQNQiTShVDFERsnIj5D9/fZrEt+didDagkH7DE5CovPBEJhI09ztn7CwvGImgzu7BIKCPKThVe62QB0Rmw7d3aqQbiiEk/pjk2fG6iWburJXul46uKL37jd/6ceWfs+MO7uEGxcO1lF7RtbUrKrglQ09qMYqd7qfIvm12Sy4o8iVMIIAuaO81SjtZ8539fsASFRvqG57Q9ZAAAM91JREFUg6ccfuVDTZ7dWwE/0duy0MSQvbbbI3pJG1qx7cwpjYEbaa7OHBayTGWWUZSFGox0bowY2eJFJBtqifx1vh35GhdVIRbI+2JFPoNFFmOFYlIs/X16nkYqObMZLmVJmJEL5ZUVbRgbj6lW4LHnXZaWRRl1gnKNb6nmt7jcmMKKJHKwJiCN0kfs8/QeJq/Dwj3S9q61tnFBHEI0pBJ3ecdrOnzvN8V3Ej/7u+98x4+XAF5icIDvfNMWDIqtY4c4eTbkvM0xVeUwDD1i4SBiW9MgTbpfANnBMZQDzIyXSi6DyebL5axePCE61+epNEnvKbg9w6HTDj/7e2Pc/3QF/BQRRUmSShR7dm1BlSltszcqRYrJnlU1KJmmLgdG5fuq8P9/6FYKokbtwvTnOW7s6LRVvniqyU2e1dT2Qku1uDC228VmEy17kzA5qS4fwB2vHPKLP9LiP/3eGIdPA26ByYVJ6FwlScDkpJq0i6HQ/2koPS9mT0pG9MuueMamUnVo72GAR8C2jX2OnN7ArtlriGO96q9WAfyaq9+K4zj/f3tnHi1ZVd3/z7lD3Zrf3K/neaKBZmwQZIimZXJMBMVhGRMlUQxLTSJRkyjiEDUrJprEaCKikglBRUARVIQGBQGBICA03dAT3fTw3us31XCHc35/3OncW/WahkZbze+sVauq7lS37v2efb/nu/fZ2/2vb+3jP78jOWpxk3e8apojl7Zx2xGopUKpdNQR9nzttEXHqSfr84KP0IEuNF4YS4MiteBCBBg2bN1r8eEv1Ln2B2VcopnRGTqiv8LbkAF2zrGTUUi0c094tk5J0D7n74fIvR9iSwdW2diMhJPHwCakLqkrXcuIFbnvVe6lh9hKYYSJMSOQSxWa1qIdcMH6JoGEv/mXOtv26oiJTsrQz1SE6M9P6YFciEKXCyXibfIDm/g9stzSw3DbrF02yTtePc7yuZJdU2s49fTz3EB6/PmzAbwt59DbW7u0p3ftEWONfWd+5dvjPLSpyOf/bD9rFgUEgRXdeJnRr2OApiDv5iTK4SECNNogNANwVMq9hcSwYNs+i/d/rs43f1jGFWZa6wQtzpvUegsRxnvrTp3MoCceZGpUocN7SQz6bnES6Q3RrXn3Pxzd67wkSCoBkgFwwgWyM841Hp5WS47JhuoAc8rJc1ZcRbKhUlEHUWFMNibKVAR+WDj3wrOaWCZ84HN1tu0jrWUSjwRjcp6x2tHcsvw4Dbpfobz1iMEeR7bGnchXrF0+zef/bIRjVnrs2juHulx7+9IFCy+F0Y7DGvkFC+bUUdP/PXnBy4KNa5YQiGKdXzw5wE0/LSUB9BBHCuoxIFqubcsLUzSYXrI8Tpmmv4xIEYkDqxKNW6TrhIheJuzab/FX/1znmz8o4xoaLelqucOLLUTYixOPZS7op1s4bFfXvBA5wKf3pduTNbtvejy92+eBTn49uvUWXax2GoGXdBIpOijLTK989YjwN2JBwUQpExkIrEBx/u82+eifTjC7zw9D94hrjgegZnhJP/rs515e+JJu+gra2e/S07aPOa0FgcW5J7dZvahAu1HniZ3l4Dv39W+87F9vmRRioOM+dFhwgIKleGRz6+Lx6fnrls3ae2xfHVYvcJiYLOFLFeYaEVFEXwLSdGBILF3JVFaEGbyhsQFMuHuqhSfc2xT4lsGXri9x7c1FXFPr3ckr5tuxRReJU2cmj2V+NB9b6gxloRPUOmV5Vqv9fJrqAv7MuE3lKIvm1YyBTpp+Ih95qKQRzcKJA7QMFGG8CkZo3UO6EvJsQwbYQnHB2S02PmXzqS9X8SGSDeMLEkuIsc00Mufd5Uv6R+N43GSkHc/4j9PpGcSlZMyywcNP9fDgo330122WzR78+WMj4xfvmezteim7AlyU38TnvnB18IoXLVP3WaMsGi4yXB9mz1ibarmJIdpYpo8hJJbl4zg+wgzwfZhuhSdetMEph4/SwI0sSwrlzv+aSIqhGpNIiBEyv/8Th6tvKdOOw13j95hwCH2QaSSUIXQ4KJIsIEKjJ6SqkDjAK8/DOyajJevDOI9DAXb6FoImHYbr8zNFCnZ9kKmDW/dwymhGjUrVDBFx8Ox0t5i2gKFkdKywlI2UAU4gef1ZTe57zOKWu4ooYYAIQmqSXASlvXcDtwZqN7xmBUdScsLFjZaB70dylhP3WAuBoGIphiqwd3c/dzxQYPkCi7Vrj1dnrRXBkSecffAAB3jtK06j1Wpd3Z7attJWY5WRcYNyUVIutkMQGgFOwcV0XB7eYjLZsti2w+SOnzlICauX+Bx7lEuxoFi71KdUkeBHTy0Z5+YQmQsQ8/FEXzYFwhTceGeRSz9b4xdbIkdOBxXRrXdqWk0Ru+VzSokW6TgjNemG39yymdpByN+d2Na5dx4XmgqXevJUZEC7cPFknqToDvj8QDPycAqVtepShtKjUoAMx0RHLXP5zHsmeJ+p+O4dpXiOX+4KGV3+BBl9sFSUHH2Ej1OQHHe0y+olPlLCHfc5bH/aYqJp8ehTRaQNOCYCm4IQVG3JYM1g76jBrKHh6f45p1xdcJwZr+uMAJ83f566/Uc3fe7EY1dcvOPJH1eqZS9MIG+EWVqLpTY79wV8844S376twti4xdikyfadoQOgry9g3lCAYwesP6XFvGGf15zeZv5QgBAS5c2AgpiymAJhCa7fUOSD/1zjF1vs0EuTCLtZrp0ONENrkujX5KTAjPSXBWNyizpAL7pa9c6BaDpQOliQJ6DWtu9IGUE6+MyDviNeHI2mZLJkaaCOBp0oMkDvADnhIBQFBiZKBeAq1iz2+NQlUxgIbtxQBEvGE1ezenhyYRW4YWeZN+Tz6jNazB/2Wf+iFkVbMW9I0tcbxsG/6pQWo5OC/RMG191W4RsbamzfK5BlG1cWcKVguqXYu79N39DikQceevRzr3j5eTMqGjMCHOCII1bitiYw23dTKzaollqUii1q9Qa7x30+fGWNa35Qo9EugDJDPlAL/+CYKxnbokAF/O9TDkU74Lu3tTnnjBYvP73F8vk+qp23WCIdOJuC6zc4fPCfajzyZAxujZKQpydZ651Kg1qqZmLVJ6Un2cFgdnL1gSy3yHybYePn0A64m0o9nGRArD34E4+n0sCds9rxKKPDas8wEBWxNU+PhVQoD45a6vGJP51EAd+5wwlpijEDPWkrls33Oe/0Fuee0eL0I12KdphkSkmDwDdpj9soBLN7Yd6AxCDgxFXjHL28zYe+KHl61KBRMxhtm1hTAbVqmXkLljLQVz/gdT0gwCu1OW1D7X/H4kV919B+stJTa+I4U1zzI4Mvf2+Qux+q0QicqOyHJucoCUYAVjiC9gODqbbBLfcY3PVwgTvvL3DpW6c5ZrmHbUbu5+g2xz6Cm37s8IF/qvFoDG4jZzoz4rSRMa0iAnfUT7rOhI/pSeyb0R+qecueDwbKWPBoQV611TF/ANx2fFYzvHTqaiSATZdnrbU+8IyHznppwJyEeCDQiyzYIZQTcRVHL/X41CWTSAk3/cTRHDpRk2CbirVHebz/rVOsP6lNvSzDpFqBSbthIZUZpZkLQ0CUG+5vCEXB9jj/TJ95/SN8+Xsu39ogGQlqtDzB2qPnT3uB8Y5FC2e3nzfAbbFbFvqX3FurnDnh7flhZcc+j6u+X+K/b+nlyd01cAqIkhnFOeg8Mhbl/WgAEoZcShPGm4IbNpS45xGbd13Y4B3nN6k5MpJNw8HQzXcVeN8/1vjFU3boPYtBnJh3XS0xtPWRY0eQRLMJZnDoxCDXgT+TRKijVeRst+gE8UEb8Q4tPL9eZBamnSCykkrvBFmKkvB1pbIUJmPltbgUkQN90gmMqHOEVlwIA4UM5615cORSj797zyRKwffvcgjiKCoJtaLiT85vcMnrGwz3+ziGImhDIK3kJQMLX5pJzJOutLXcIrbl8TvHuyydP8mRi9p89fu97Bnr4cJXnz6xZvWSe7fsHO90Xx40wEuzgeK+J7Y0z99wz5m3fear99hP7pqFZ5ZwKhYFUyQOlKjD4kmBK01cYYRlQZIp2dEft6EtFdt2W3z8iioC+OMLmtSdcPR+670F/uwzNR7fammcW+feeRKcoydEQZwiVE2ycytV5rMOdlBZlpFsJ9IHBQe2ynkZ8YCuLo13K/24idadpR8Zd30uTjy14rFWfgCaojmE9I6UWGvoBHmkj6soQCt80kZPAw/WLPb5hz+b5E//TnDbPQUCqagX4aLzG/z126bpqQQoTxF4ccL+ENx+YBMEJr5v4wdWVKLcSLyeYai0Q8v1Gah5vOd1Lc590Xb2eWu9WQPj5w8P1vfVq6UD2pADAlyIEnfe9zizBtY87Zo8uWtq3yrDVswqGlHQkkq4bTjQFnhK0QoEU4GgFZhICvFKEJGDwAiljYlpwWX/XkEAf/B7Te57yOa9f19j45YY3DqkdBIwA10hlQD194xikgF1/D87B50dn7XviMybZsXTo86YSnkGsHekVYg9mFp/iKlHxrtJtiOlqd9Uzqrry7oNPPXBqkhc/jHtSJ4KIh6khsQHJVA+rFzs88+XTvCev69x/0M2b3lNk8sumqZSlEgvvO3h75lp5tvAxPMKeL6F59t4gUkQGNEgN7rmUbCdZUocu8ARi3spzT32SVFa/nQQPEK5dNTzBziAMEyu/d79Wwf6ahdduP7YDT+49R6qJavjUR/mplB4gcAWCkHI51oyNwhMXLCACY1Jg8uvqDCrT/KPV5fZ+JSFioN6Eisnnv0VDy4TcOcGkNBxzhlVRAeuftiOTp8Dfzfy3XERDwzuGdcnaolGVRLtO53Klpl9H1MXHfkZC66SYKwY4PFTQR+AJiHREXUREQ8XCVXJ/QFfsHKxz8feMcVnry7zN2+fplqVyLbWTbWQAilFaL0DE9e3cV2btmfhB2biWU0jH4lGChaivA6mrIu8fXdu7VtwzLPB99kB/uLjlzM51aBaKe36Xr91x96tvzh9ZGwKFRf2jm54CHCB66dFQlsSXCHoSpIU4AkWzvI56ViPFYt9XnKCy+YtFhNtDVkdswk0wHdY8ezAUldPdB6u521JjqbzbXIdIm+xo28dy2PwJ2PmmZGtcu/pkVTndookq2sas6m6HrPbtDYZRRaiDTqTgSekdCQJ1CJaHx1PpD+gkgF17moIxcS0wW33F3hiq8XNPy3womM8Fg76SDfZKD1OxO8DaeJ6Fs12gZZr4XqhFZdKq4IMeJ5CmIMM2evuqA6dssvzmghRfjb4ZuPBZ2p/+4mPc845Lx8d6K9OChG8btPmbdi2QdGGYgGcgsCxBQUrBDdK4AXQDAStAJSMYgpkQBLD4ClWzPf54DumeO8bm6xaHHDykR5TTYO7/tdOC3LGlj8eYBqac0f3aMZxJ1GW2DDASo/ljrNQZcshmto8zPyMer0yQRifLbRt0uoC6bZxvHgUniriWG6RxIqn9WiycTBJHLje2QxmjJUxjOz3JJV18n/SEGQjc7xsYFl+il736h35KM/o8ZAcRyAs+Oevl/nYFRWe3GZx+/0FntltsHp5wGCfQgUhLkLPqIFUJoG0cD2bVtthqukw1XBoNC2aronrmrQ9A983CQLBdFPSO+tEKj2L/2LvM9vvHJ6z6GCg++wWPG4rVixioL9+78j+6eueeHL3azZtfopy0cK2wgB+CGl225UoBaPTAjcQKOlpikoE7rZi2TyfD71zivNf1qJoKqQLvXXFRa9p8L27Czy6yYaCZpr00d8Mz/RUFdFysuToCfphtP0yR8xR/gwdyT9EtK+H0hL/SO5AmXmv+eWaaz9xFul0RelWH42K6FmztN+PJUOyx1VR2GtMWzpkU1vx8GabL32rxPiEAQXBnhGT/7yxTNs1+PC7Jlk+10M2o5BnwwgD8AI/zGYsDKabBUYnC7iuIAgiummAbYYVKmbNXsrc+Suu6+lfdq/Xnjjo63rQgRODg8Ns3Dyy9ZSTT3p3f1/PDf29ZWplg56qRW/VordmMdBjMdxfYN6Qwdw5LpaaRk01wG+lkWWeZOl8j8sunuT89U0cJLId3hHlhg6BD759irlDQTi1I0Mmc3c/R5b1GJOusiDkHD3xui7hsmSBn2cbmRuc73OHgPY8uNAHhfHyzDYR6BLFg87tIr4u0UGr824N/PFAE8jEZ+f/WMTDDBue3mvyt1+q8uQOK3xsCgGOoIXg2h8U+cjnq2zeYYW1vkyJaXg4dpvenilMa4qtu32277Z5Zp/FnjGTkQmD0QmDsQmD/VMmgSpTqfTcsGzVie+uFvZunTt31kFfz4O24ACrVsxnw49/uu2sl657uFxovHL3zm0Ui3byyLQMsEzBQK9k9bIRHtw0wWPb4JrbiuwdMSBQLJ7t85GLJ7hgfRMHFY6wo7ulBNg2/O46l7NOafOVG+PZIl1OJudtiQEZ+zfjmxCqKCoDch2g+kMhY431e6n9pP4kyN/zdJaL/rSYWU3JeiFnWKkvSpAbx46n1lgHsw5SFV2/GLAxP0dTWFLLrVILHnHvA0mdQoTbfe8nDj+8xwkrKiceZ8BStALJNbeUQQk+eskEi2cHCE+yexS+cVuBh7fa3PdogaPmSQZqQVKdLq3BE1Dvm0//nHUPP/HY/dtWHrHuuUD2uQEcYOmiOQwMzf1UY2Lr0h31ydePjk4RKAPbUji2oloOmNXnM7ff5OizfJQzxbqjHD70hRpzhyTvOn+a161vYktFEGTDaYWQSE8xXA9471um2b7L4of3lNJJrxlL3omyGNwxEPWZ8Gif80xHB3raEdL4E/RfSzbsPIMOq/9cL27uX+qfUyrRJUlQRkXJej9JYlm0SeKx80ekT4Zwx9iaZ/9BrHxkZmkpgXAU37/X4bNXVdg9bkaTvvUxkwJh0JaSr/+gDAZcfEGDuQMBf/OFGjfc1kPb6qFeKVE3fVrNgHLRoGAb2JbA8yWlco1Ced7VS5Yf86kdO55+ztfyOQN8/vyFPHDfD8aPWr3kj+576NF5JuK0SlFSLkoqpYBa2ae31oo0UouaZfDyl7R44HGbt5zbYu1KF8tXmt4ZW7zoigdhyuT5Az6Lh33SKVB04agpSrupIhngke0WGcqSP1oO1EI7YN7KZ7taFx7TfU2Kkxho5Liz0IKs8iEeWl4U9MV0WnldhYl/L7XmqbIS8uxYodGdRtr1SCQildST3brbZMdIPMlb9zbHOykQAW4AV99c4tEtJm8+p8VNPyqz37cxLBuJwf5GOPGl6irKRUmxYFCrGqxcwp21vkV/9K3rv9f4/Vefy3Ntzyt4+bgT17N5l9k4/bRXuKVSnUrJo6/u0d/Tpq/epF5pUiq2cByXppRcfWOZq28p8R+3FMOZ1YGBlBZ+UMAP7MijFblulYn0DPqrkvPObLForh9Ouz6wXzCx2DOlXovVgPhGZYApDtxBMsv0J0Ky4vlcxYNoeVd+9CGJnNc7RMzDMwPFNC4l3j7h6/pPZJxM+r/Of46XKAxL8tROixtvLzI2aUbUJM4iFpXFMcLiunFFDYHgzWe1eMNZTV73iikqlof0PCY9xUjTYHTKYGxKMT6tmGoE9PX0ct65v+8evcJ6XuCG52HB47Z2zRKUkvcU5NGn7N91a6m31qDsuNiWS7XcpFqeZtuIy40/qfCJr/QxOmbyo5/Coy9rcsxS8FyHQJrJBZNCYiiZTGI1goAXH9Nm3VqPrT8ozOAQyaIwPzjsZpF1RaRr7HdeXUmAH7moc78vcqeSw+WMIDlQU9pBVJfv+ffYu9l1v5hrK5EUkMrGtMQeS/114PMWUbWpex8qcNeDTm7qoB3lL4wde4DwwW+zZlWTl6xrM9wn+cjbpnAsuOHHsGnUYI8q4knBRMukPK2YO2CyfNUxzd6BZfcYxvOyw8AhALxareK703911DGnqkf9R947NnJvsVT0GexzKRXb3Pe45PIr+7j9kR7aQRGKsHuvweadkxy9FNpuMYw1JkqbbEpM5UdXUBF4iuEhyYJhn7x9yY4Khb4k/ZzLVjXjuFA7VIark9shFzGYtfiio2MdVNPoSfwVDawpjyaNu8pb7Wjr7jQlpSOphdDTTKgO3p4NF8hfrfSCKKHYsdtiz14LKoYGbiu12iIOAZDQEiybs5/hAUGzUaFsw0fe1uKsU/Zw2ZU+P/1FH67nMG9Q0lPxWLrsyNZLf+e0fxSG+de1WuX5wvT5UZS4WYWK3PHUrZeNtQY//fUfz3e/9ROP3v4x7nvC5/3/1sst98/CF31UyhXKpSpGuYZhOLSbFaZbZVrtIm3XwfNtfN8ikGGcgpJhZBkerJzvM1AP6O4OTVHWLc5El+9mjBIkRz+I7HLOwueVlQPcew4mo1W+ZfRoPbAq80Oiw4LrqMwCW5uYTMqp006RnnCniiM6Bq7a1hgGjEwYPL7dDGXBOKNBDG7DxjAtipZJ1TapFWwMp0TbL9KcqjM+2cvYZC++38NLjxV86o9HeNHqvQQTY5z/4l189J2Oe/LxvZ/+9i13XFavVQ4YLfisGD2UnQE+9tXAnWgt/uTigWm3v2f35R/994bxzdv6+N+nByhWK/QWBXVbUjAVtUqBqcnZbN8NfiCwrQDb8pC2jx1ZGRHP1o9mkrz0RJclswNGNj77uXRXMvRYhjx/zudTTLEk8gdNji1y3zmwyX4uWNesdfhVox7kpEDNyndo49GHmQei0eAyoi/xn0wlxs6OlflLhuKpZyxuvc8hdaPGJWJsTMOkbCoqJpQsRcEE1zGoFAbYtiugXoGCFdBqt3E9k5NWTfIv7xvlmlsnaLQWyDlzF15+7nHOZ2g/477zD547JvV2yAD/yqffwJaNX2/21JZdd9/PrY/c/eD3qNQMhFlkoCgYKEnqRUm9JJjVazEyMsTmp316Km3KJY+SE9vMcFa+lEFSrVcpQclRWPmAghxSUyurkkdSnrJkds9LfAew5vo2md96FuAeDF3J0BDRuQ660RISeS8bgihydCP+kuZbyeRZieRCRLaDaKYgPVbGmofL/QCa7fhipDlphDAomVA1oWIrKgVJxYF6CYYqNTZtNxju96hXXGoVC6kETiFgbAIWzCpSqP+OumfjiuvueXy6+SdvePOhwvPQAQ7QVCtotYaeWLig/+JL3uL+6+f+527j51sEgyVJb1lSLwt6KgZ9PWEM8P5JEZUjSXMPmqYZgltF9CS6yFLqj0nR5V10TlxIV3U6c7T1eSWlQxcn1xm6aYSkgD8woLNrlEo7SQftSJBFF47enS/r7nidsqSOHH0Qmge6tr1Oj7pko0pGQSJSBZMLG/Jw0xA4hsIxFUVLUbKh6ih6KuG6kf0mlhG646UMn9LlossTWw2m1Xly7bK1F5984oInntyy74WA5gsD8CNWHYfyH3MxT73iQ599vLx514p/mF0epa9sUisLaiWDasmgWDAxDAgCgeebeL5B4BsEVlSRV8YzOtL442SmWnKNZ3hs5mkJMwA9f6gcz85QkLw6Q5ft9fPp2huepSUWOfqqW2l9M41W6LpeZnZPh9xHavXjY5Na9JR7a/M1E2kx3j+VHonVlvg3ktDn9BVnMrDNcLqaHWXWMw2QUtF0YbJhYBhWck6oMmefPAvluH9+8Y3rrnhPa2tw7u8c/UJA84UBOICwVrPxyWeCd7zhtZtXz//Z5LXfurkWuJPUKxYlx6DomBQKAjNKFiMl0ewOIwm6V3nQGorHtprsmzDJitBZU9tNLelq67PCS9dOoG+bbpru2NWaz4TlXEc58AUkQ1V0ipIB/AzfdUdOh6OHCIyCzASIjGXvOJk0riVJ35yAHAZrklULfXbsySpbSbiyiGqpRll7BeF8AddVNNpG9MQWuJ7CtOcwp+9lk7MXnLD5+qU7A6e8+FDhmLRDUlHyrb+nxPTU5A3rzzzhXX9w4frRlUv6KRYUtiWwI/erbaZhmHHrADZx8h+46a4im3daUfrenMWILnaeF4sugNV/ItxWZb+THjpZnu9AM4C5o3OJLpvp//cAPqtuljdZrnIgVyJn5eOrp6UPVTMoL11+tIMi6VxccyT5vsGyOQHnnRqlRYijRGdwxinC+QJ+oPB8heeB68H4lGKi2cfQwrNHZ81f9652u3GDosoL2V4wCw4wONADQGN64qqXn32aVSqJT117/Y+GPHcKyxQULLCtqJqxnvA+UTjidMkKuyDZscfgye126M5PYhySTCfE6Mtb8BSwabasuOVlxG7xJuIAnUNf3zEbKD8wfTaaknehR/tnLLJOKURun/gYiVWPVZEcVVHp8rTCsOrsHMlsnpSbZ6MO04nIhpAsme8xb9jj6REbzHCwFCTHSs9LSggC8H2F50v8wMAyJbOHHeYvPWXvwmUv/svJhndVX+/8FxKOwAtsweNWrtTZuqd15coj131g6dKVew0hcGwoOopCQaUgT5Lly8zLNH2UEXD9Txw2PFAkjXMws9Y7jg+JHonx5xRgdHQAfV2HSpKj0CI9So5iZ0l9Ursnt33mvUvTaYjIL0Rz2ujbJvvkuDIiczxd7svQncwJpCG2+v4pPUmfBqlzKKSVUhqccVybV57aRKgAgjAcOpAKj6jEiAzn6QYytN6ur2i5klY7nDNwxKoVe190yvEfqFbGr+zrrb3QMAR+SQAHWD6/j7tuv+2KhcP1S486YsFofz2gVg4oOQG2FU4itcywuKtpRLXnzQDT9HGKHlv2GHzn9jJjU7nSJHogD6rT2nIAkGvveVUlGTDmB5Rdxo6ZiEN9uf6eLD64wWaaRVazyLowojRQZyIA9eVdBpo5r2dywBygM+eS2y6mPWEpm3DisO+ZDNQUrzizwZKhdlhHW3pIKWkHYeU1X8XgBi+AliuZavjs29/GcOaMtvzBSx+8994rhBj+ZcHwlwdwgDde+Gpm9cmvHbFy3iVHrh6erJfbOAWJZamoZIjENCWWGaaDs02PYsFl77jiX66ucuf/VsAOA3X0tGx6SKZOWsi9zzSDJxkuqdxO5ICt7RFb6Q4ak3ssZJYdDLa78mFdqSDlJMkmOg0RnYdJ9hEZC45GPzIdKM/1422jBXr+cSnD9MqBNPFdi9PWulx84TizelvgtlHSpxVAOxD4QVx2BLxA0XYVYxMe1d65k6Xa7Es2bml+7biTzjt0oB2gvaAcvFtbPLctbdu5ujE9yy878qsj+7YVlbQRIgS4bQXYto9te5ScNmMNn098pcqV1/cy6RdCgAu9goPJTNLFQYkVOd7cbYCZX58JA9An3WaeDHqJwWcvBBvr4Il1Fto7mgUXnRKiyjhvcpxXA3XqpcwGWeXPI3wXdG6UUhXitMuGQoa1T3BdQaUAF72mgWXCx68U7G2Y+IZJIzApB4JiVCrFEDDVDFi5YnFraHjO2xte6Rujk+1DcsMfTPulWnCAFWvfSKvVDubOHfiGWZz9ZmktbU01wutuWZKC5ePYLmWnxWTb5ZNXVbni+n4mZQkKxTTkMqla3AmdDEg1J3PXgWe8zwEGmMn6Du0wu2/8pSuw82rMszXdiuapCaEVzPBpUqqScfik6M5NTdOvln6slO7lte786YVqiBGlewjDnVutIkXh8EevbPH+t4wxUJxCuS0avmLaF3iBQMkw5/yLTljeWrFs7ptrvQPfaLut4H2XXPjLgFym/dIBDrD6uDdy38OtYEKu/WalPu8tA7PmNyzDo+i0KTktyqUGDa/NR66s82/fHmRa1MCpglUCMwJ5XK04T3Lpbpm66tSiO9jiCQ06T4+X5/l8RwBXfFx9e61zHAjcHZxZZS1qXk5MlQ7SAaTOsXPOzOzOIsPxO+dbPluLrHhU/SEIwmQ9rldkulHG8Mu8/VVtPvRHI/Q7E/jtJuOeYsKFlqdYumRhY+mi2W9565vWf3Ow0g7+4l1vOHRgHUT7pVOUuK0/6wJ+fNs16tSTfnTNI5tebBXU/n+t2A/31MqTTLttPvmfNa68cYhpo4JpFbCMMN+hp0IHQcfIK25dvH4z3Z885nPY7/Bc6stnnCGUH7ge7KBS31IbCySgjyXB5HvW3Z7tHFqOE93Rg+7Yyf5W9nqJ3JnNNPxMnwhxwkypDAQKzy/gFCz+4LwmfrCPv70K9jUlYxQ5dtWC8aFZc9/5kS9uusYwTN721l8NuOEg86K8UO3LX7mGN154MUesbD5cLA3srPf2n4HaWb78S/Bv18+mZdapFAv02YJ6Acpm6N/xo6oEaUlQMvJGlAlOKx+t1eQR2dIlcbqVJCdKUpNSZHOVxPlN8vUw45woBggjXZ5ul35O84rr+cVF1tLrao4mVXab4Z+tqykyuVL03Crhb6g014oIQ1wFpLU0k+VxjVOi5SpTp1Ro9U/jaYVJThO3QNst4PoFfD/MM2gZJice0aRoT7Nx+wDnvOSEkUWL579nJHD+84w1Zd77rkMPoHou7VdmweO26ri3AaDU7q9BwRrfOfeTdz58+1BDWvRXLfodRSVSWXwJlmvQDAQekqQgkfbcV8II65ZrcwpnskAzWejMsmRdjk+LHOhEbh0iiWPJq+J5MqDr3pF/JrG+yTEVaYo1oVlOpeJpkRrV0CdIhBvrMmHiLBJo1ER1WPUkWEIruW4gkyK/QkiSim3SoOUWaLQcAmlgGJJiwSaQJj1Vlwt+16E+9+y9r1x/9vs9z/va4vmDv2qoAYcB4HETYpix/ZNftquvFb//e0N/O/I/G4aYHmegZFAtCmwzBHh7TBG0PWi3wpzjpggHm3EkmwprQWa03+iuia6/qy3XLGb8PaOoZMCc17zT6sYd9Eaz1PkwQ109SUCuc2eRpShhPR1tuQbYtDwJqR6uRw1qI9KOjLLabyvtfyWXJfYyGwpDRFXxYlm36GE1BaPjPewdq0Sx/ZJy0cX3JKY9nzmLztr7J8ec8wFQXxbm4QE3HEaAA/T11tg33rrira85wx+qFv/huzfd3teeHqFWEpSKJqZpsGZ5m3JtD5ONaf7rljJj0w5YUXbOyLupJ7XJtMwNywE5Mvg6oDsoAimwwxsuUj08AjEamI289Y7pSLc/H52zIB3p66pJYnBV1lWvy4qQBX088uwYuCYHz3F1/SLpJ0ZkzUVouU0jdMAVCh7j04qrbqkwNlmkZhepFEpYFhQLAT1Vk2J5iNLgi8fM2qnvC5TxVct6YWNLnms7rAAHGOwp4rnuVb931vGjY3t2LauXgk8/9uj9dtGx6K2ZHLnU5diVAZXKNMvmtPjIlb2Mt4jMoBU+joXoYpvC1nXyQu5D52BTZPcVWbAKkSam0XMUon1OE9d0/n4sTwvVYWiTzhovNCKqki3ZrbKKC9qy5Ee0kbdSXa+PPuNHvyRChI8NQ8T8O5x5NdkM+OjXevnyd2ZhFWqctMhizUJJpSywLXjxKSd5pTqX1gZevFkY5e9YsSE6jO2wAxzALhTkxsefuOENrz2vMLZvU2PJvMLnNz7+iCg7DaNWkXhBAcss8LZXTeEFgg9+MZy/iRGkfPMAMkpe9egcyOng7aKa6LxcpywJLdEsuBBR8s0cuHOGMg9yCDEpVWjRdedPRjXJeBZVdhk5tz1aaKx2nZI8KAfQnsL/KRFGaMERPp/4Wo0rvt3DNCUGSjbTzYA9o21mGVV5zNqjVb1/xZ+uXrvqKzt27nEXLV5+uGEF/JoAHGDlqhWM7H7M7V00dFXRdm9DNS8osONjfaVdFJ1pUAHVguCUNW0Kpk8zzlKLBHWQYpBOh7PUOFw9gzyoqxgpt9aUF0MDuSFy+3USlCjDdgLK5DxkeCwZfdYHn2lO7zz90AaZOgcna+WJB5ocGNjZ66USkLvAXb8oMt02EUWPpmuxYwxWLpnNosVzPjR77oJrSpXB7ff/fIe77oQ1hxVLevuVOHoOtg0Mr6bau7g5Nbln41Oj535y5fLZl89bOD+44W6TBzYFtN0CqxZJXnl6C9qKA8Ugp9RCS6zZTV3JA10HMOlAMT/ozMp1MdANrVShyII94cwqAqxCKpV+l+lLRYNL/XM3J1BmrqTuas9QFX1fkbX2xA4iMdMlRBCGLt+wweHxLSWE5XD80v284aWjLFu9LOifv+Lyd1+w/JNP79yz8egjlzR/ncANv0YWXG/Hnfx7jG2/MuhdcNGH9+zbbe317/zz2r7bnaVztrNj3z6277aAFA3xQC3Ps/O3rZu23CED6vtnaItIAJ8MNhPdOdLIu1hwyHZBlQOggrBkdnwikcxvGCm4hcp+Fiq13qqrVdc6AakgmMZ5x6DOyYXEakt80grTDEBIFs4KmDfsE+yrcNqRg/zlRce0ncH1f9/fM+fDZuE6PvXnrz3csOnafi0BDtC34A/ZvnuCWUX1V+9843pjbN+yUxr7rzA+c+2sUx57Ysw688RJntyl2D5axrIJ6wXRHeSZeZ36yuhDRqvOad0ZD+gM1jtNdq8PPtOfyrvhQ4ucG9xFso6KCggg086VAjuXrCdjmXO16lUK6iQBZ3QyyflIULmS8opwKqE0DCxLsXMEntxpc8wKn797V9n/9H/33/Wm88+XvbOX3tVqFf5KqRGEGDjccJmxiUM/xK+mfeiz36FYLNR275n4t+b+h1/3h+c8YPzXLR5fvGkhlZKDY4S30BBQiGZ1OyZYpsI2wDSJQnQj72bkyQzT9aaeTdOIv4vcehGtE5imSNYbphGl+9WOE1n2uMUUxA8gkBAEEikVOsYTT2jUSczk9/Vzjf6DGXVoA0xTYRlE3scwxYZpRqHIRjixJNxGRTp2HKassAyJZQVRfhofywxnUynC41erk3zxxoAbfzqXz717UB61YvXXXdn/x4L2ZG3ur87dfijt19aC59vl7345P7l/06QSpUsMb8GmGuWj5s4fec1gdS9Vy2SibTHhCQq2wtSqGqfu604HTybij9RiZh08OaVF5+GGEYFSA6GRlkGJnxpSQUAEcqUIpEIGIQeH6NhKp8Ka1h4VpcuoJ1IhRSgdEnk3u2rppAsTdTvJJkvqASacHGxZPo6taLaLjE1a7J90WTh3Gaceu+S6vjknPuwMD3/WcduTwll9uOFw0O03xoLr7ScPbqJeqyx64KFN/7h50+bXbNv8GMp8mp9tkfxiay+9ZYuBoqRkh1mVTCMFu26tw3QGQgOnZoXNMAVCkpDdBNMw0u1MI1wXrY9TI8TvhhHryaBkWLOo7UKjJWm7Ej+y4qluLjCFSI9pxk8LOo4dWuXQysYz11PLHb6syHKbhkw+J3EmkZfSNCW2JXEKHtVyi/76JD9/MuCnjwyyYNYC1h61nAVLFl1X6Vv+HtT0VmEcdeg371fcfiMBDrDrmRFsy1q++amn1grZendv4e4zNm+5m8u+EvDEzjksqErKhZCi6E23tnFFihT0IqIB3WmKGdER0xCYlsAyQpBbMQijdx1sRiRu+L5gsiEYm/CZavj4AQmlMkR4bEsDt2UKLNNIgZ0BusrQlYR6mRGwIyDH3y1TpudjZJ32likpFz366xM8vmOEL9y0nBWLT+L1Zx+9YaC/8tl58xc/5Pv+plK573Df8ufVfmMoSr7NmT0AsEkptQl42B3dP2fx0iO+OKYeWf7Xn91mVgo+lWLYf90gldziZ7ceP9KdkuRfGm0wUgkxqbpmpOC2rRBY8XtMWQC27/YZmwzCwW/UwSxToJREL38ihUAaYfk/qUKPZne1JNW/O8Jotc/hgaOIQBWWfPR8EykVvg/lUolR/7zg3JeduslrBX9y/Akn7woCNlrWb6wNBH6DAR63yJGyUam9G5Xyzz7+6Oq8f//YS6+99dbb6/v27Ko8s3cCryHw/PRGJ6GjaB7M5IDascMf6ParWS6uDVpjYBcsRcGWOIWwSlh/3aVYbvHdnzmMjVoMVKFgQcGGgq1QGKFTRRgR71ZIKRL+DbrnPVvYNY0ajLeLJcLUexlOEVRYZhA+UdoWE1MGnqpT7RuenrX8lIllxdb5tb5VT1umtfX5ZMj9dWy/8QCPmxBDKCW3rlo+e/uswYkj+2viRQL17z974DH/lh9v7H9sy2gN6RNIGXJQy8jUmtSBrFvxpHhstCKvhcfWO1E0rAjgtqToSEpOQKXkMTwwhcs4I41+du+vYxuSipMWgQqTHRGWrpYG0oicQKRpG4DMhAU9kCrjwoolQymQApQhAIlt+jgFiWlCoTh7sjy4drRnYIVlWeKiat+Su9fNqo4rhTSM3w5ww6+ZJ/NQmxAGQggp/ebYkkXzbu7tqa+89bvXLvuLS9708XPXn/zIvLmzH3Sqva1qrYJtKcJ6zCqrsChN457h6uRpjF5U1oqkyYKtcGxJyfGplFwqpRYFu4UMfCbbgklX0PSg7YXZnvwgUleiCIQ0oCoXRKW1ULMWiadTREvD5eFMKD9QNFoCyy7T01NsVetDDw7PP+WRNSe86ePf/Nb3lxXLtZW1nrk37903PSaE+K0CN/wWWXC9DQ7NhtAn2Hjw0a0UbOvTlmV++sR1R5q9PZXP143Gymd2bj3t0Y27TOm3sC3J+JQLGJQdE5GoLWnwa+pUSSO5O0AuUgXDtiQFO8CxfYoFD8d2sYywIG7TVzRcQdEUSYJKP1BYgUCaKks/cm70JPyAsCNENVMxDYEwFLYZ4PmSlu9QLVlUKjbKmhcML5h75+whtdH3Ji8O/CCw7BKXX36pKtWWNg73/fpltt9KgOvt2DWLIDWA/uTE+B9Xyk7f1qf3feLK/76lMLJ7W7Bobvn4HfuCE7Zs3UujOYVpWFSKBQxTEASKIIhkRiONZhFd3o1EsktBbtuRE8XyESJAqABXKlqBwI0S4vhSEUgRxaaIzEAy34QIFRVDgOeD68ZpjD2KBZ96rYAoDLJzb+lnhVLr/oWLhs3Zi89xLWfog1K2x4Z664f7lvxK2289wPOtVu8BGAPeCfDgg7djmZzx6Bb3rDWrJ8/3241VBi4je7ailM/2XVOMjbexLUG9WqCgxTgnAVTRi2SwmSY2sqLERobtgxMiWnoBbWnjBYJAhh1ID7SKDjWDiBtgGx62pfB8m0bbwXFslixfymB/gVrFeRzTulaVSreYptpw5LqXHe5Lfljb/zmA59uxx54JsGHfyOgG4I626y+bnBiTt/1wTPb29i6Zt7j2/p8/upV6xcJrjtJqTdBsKQLbxCnYKEKFxgxnJmCIKHNXLA8aimLBp9Hy2LYLFs5rsHFvk7ZnI50wbbRU4fQ8X4bezVCVEUgpcV2JQeiOn5xSzBnuZdmyAYpOG7u4iIceH/vk2OjYU0ccdYoxONBjCMPeDNy8+ujfTN36hW7/5wEet8GBfoCb4+/bn95DsVjofWrrrrummoJqyfQWzTv6vaahXtZo+ZhC8cyOh9i9b4KphkG5ZGA7ilJxGttsRdlUfYTyaLRa/Md1Nvc+2sfbzx9n2ZLdfOkGm2bLpGJLXKHwfEHBdiiXSlSrJr1Vk4lpH2GWeckZJ1JyTJou2Jbx/f7q1D8UHdceHD6S49fN3RAE7v5SdehwX8Jfy/b/AT5DWzBvFsB+4HqAvXt3AzwmZTDcdqVU0qc9tYmRsSmkMjEME993vTVHHXeZ9CdeMTGpvEJBUau18eU07YLFipW9rFwyzZx5U+xrDiA8i4FKGAjlYduD/bUbt2168DKnULIrZZOWC6JQYeWqNZQci7aPYRrmbuCpOXNmH+5L9BvRfrs0ocPcRnb+CIEYnpp4pmd0v1K2Db1Vl3bQ5BsbbAzVwznrXJQ1zjc21JBti75KGBviKkcsXDB7XCm1+/WvOu1w/5Xfmvb/AN+sH5eJV5x5AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTA3VDE5OjUzOjEwKzAwOjAwD7DZ2AAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0wN1QxOTo1MzoxMCswMDowMH7tYWQAAAA5dEVYdFNvZnR3YXJlAG1hdHBsb3RsaWIgdmVyc2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 163018000
{'hecke_orbit_code': 22517998170408913, 'n': 1, 'trace_an': 2}
-
id: 163018001
{'hecke_orbit_code': 22517998170408913, 'n': 2, 'trace_an': 2}
-
id: 163018002
{'hecke_orbit_code': 22517998170408913, 'n': 3, 'trace_an': -2}
-
id: 163018003
{'hecke_orbit_code': 22517998170408913, 'n': 4, 'trace_an': -2}
-
id: 163018004
{'hecke_orbit_code': 22517998170408913, 'n': 5, 'trace_an': -3}
-
id: 163018005
{'hecke_orbit_code': 22517998170408913, 'n': 6, 'trace_an': -2}
-
id: 163018006
{'hecke_orbit_code': 22517998170408913, 'n': 7, 'trace_an': 0}
-
id: 163018007
{'hecke_orbit_code': 22517998170408913, 'n': 8, 'trace_an': -6}
-
id: 163018008
{'hecke_orbit_code': 22517998170408913, 'n': 9, 'trace_an': 2}
-
id: 163018009
{'hecke_orbit_code': 22517998170408913, 'n': 10, 'trace_an': -3}
-
id: 163018010
{'hecke_orbit_code': 22517998170408913, 'n': 11, 'trace_an': -3}
-
id: 163018011
{'hecke_orbit_code': 22517998170408913, 'n': 12, 'trace_an': 2}
-
id: 163018012
{'hecke_orbit_code': 22517998170408913, 'n': 13, 'trace_an': -3}
-
id: 163018013
{'hecke_orbit_code': 22517998170408913, 'n': 14, 'trace_an': 0}
-
id: 163018014
{'hecke_orbit_code': 22517998170408913, 'n': 15, 'trace_an': 3}
-
id: 163018015
{'hecke_orbit_code': 22517998170408913, 'n': 16, 'trace_an': -2}
-
id: 163018016
{'hecke_orbit_code': 22517998170408913, 'n': 17, 'trace_an': 0}
-
id: 163018017
{'hecke_orbit_code': 22517998170408913, 'n': 18, 'trace_an': 2}
-
id: 163018018
{'hecke_orbit_code': 22517998170408913, 'n': 19, 'trace_an': -2}
-
id: 163018019
{'hecke_orbit_code': 22517998170408913, 'n': 20, 'trace_an': 3}
-
id: 163018020
{'hecke_orbit_code': 22517998170408913, 'n': 21, 'trace_an': 0}
-
id: 163018021
{'hecke_orbit_code': 22517998170408913, 'n': 22, 'trace_an': -3}
-
id: 163018022
{'hecke_orbit_code': 22517998170408913, 'n': 23, 'trace_an': 2}
-
id: 163018023
{'hecke_orbit_code': 22517998170408913, 'n': 24, 'trace_an': 6}
-
id: 163018024
{'hecke_orbit_code': 22517998170408913, 'n': 25, 'trace_an': 3}
-
id: 163018025
{'hecke_orbit_code': 22517998170408913, 'n': 26, 'trace_an': -3}
-
id: 163018026
{'hecke_orbit_code': 22517998170408913, 'n': 27, 'trace_an': -2}
-
id: 163018027
{'hecke_orbit_code': 22517998170408913, 'n': 28, 'trace_an': 0}
-
id: 163018028
{'hecke_orbit_code': 22517998170408913, 'n': 29, 'trace_an': -2}
-
id: 163018029
{'hecke_orbit_code': 22517998170408913, 'n': 30, 'trace_an': 3}
-
id: 163018030
{'hecke_orbit_code': 22517998170408913, 'n': 31, 'trace_an': -9}
-
id: 163018031
{'hecke_orbit_code': 22517998170408913, 'n': 32, 'trace_an': 10}
-
id: 163018032
{'hecke_orbit_code': 22517998170408913, 'n': 33, 'trace_an': 3}
-
id: 163018033
{'hecke_orbit_code': 22517998170408913, 'n': 34, 'trace_an': 0}
-
id: 163018034
{'hecke_orbit_code': 22517998170408913, 'n': 35, 'trace_an': 0}
-
id: 163018035
{'hecke_orbit_code': 22517998170408913, 'n': 36, 'trace_an': -2}
-
id: 163018036
{'hecke_orbit_code': 22517998170408913, 'n': 37, 'trace_an': 9}
-
id: 163018037
{'hecke_orbit_code': 22517998170408913, 'n': 38, 'trace_an': -2}
-
id: 163018038
{'hecke_orbit_code': 22517998170408913, 'n': 39, 'trace_an': 3}
-
id: 163018039
{'hecke_orbit_code': 22517998170408913, 'n': 40, 'trace_an': 9}
-
id: 163018040
{'hecke_orbit_code': 22517998170408913, 'n': 41, 'trace_an': 11}
-
id: 163018041
{'hecke_orbit_code': 22517998170408913, 'n': 42, 'trace_an': 0}
-
id: 163018042
{'hecke_orbit_code': 22517998170408913, 'n': 43, 'trace_an': 8}
-
id: 163018043
{'hecke_orbit_code': 22517998170408913, 'n': 44, 'trace_an': 3}
-
id: 163018044
{'hecke_orbit_code': 22517998170408913, 'n': 45, 'trace_an': -3}
-
id: 163018045
{'hecke_orbit_code': 22517998170408913, 'n': 46, 'trace_an': 2}
-
id: 163018046
{'hecke_orbit_code': 22517998170408913, 'n': 47, 'trace_an': 6}
-
id: 163018047
{'hecke_orbit_code': 22517998170408913, 'n': 48, 'trace_an': 2}
-
id: 163018048
{'hecke_orbit_code': 22517998170408913, 'n': 49, 'trace_an': -14}
-
id: 163018049
{'hecke_orbit_code': 22517998170408913, 'n': 50, 'trace_an': 3}
-
id: 163018050
{'hecke_orbit_code': 22517998170408913, 'n': 51, 'trace_an': 0}
-
id: 163018051
{'hecke_orbit_code': 22517998170408913, 'n': 52, 'trace_an': 3}
-
id: 163018052
{'hecke_orbit_code': 22517998170408913, 'n': 53, 'trace_an': 8}
-
id: 163018053
{'hecke_orbit_code': 22517998170408913, 'n': 54, 'trace_an': -2}
-
id: 163018054
{'hecke_orbit_code': 22517998170408913, 'n': 55, 'trace_an': 13}
-
id: 163018055
{'hecke_orbit_code': 22517998170408913, 'n': 56, 'trace_an': 0}
-
id: 163018056
{'hecke_orbit_code': 22517998170408913, 'n': 57, 'trace_an': 2}
-
id: 163018057
{'hecke_orbit_code': 22517998170408913, 'n': 58, 'trace_an': -2}
-
id: 163018058
{'hecke_orbit_code': 22517998170408913, 'n': 59, 'trace_an': 15}
-
id: 163018059
{'hecke_orbit_code': 22517998170408913, 'n': 60, 'trace_an': -3}
-
id: 163018060
{'hecke_orbit_code': 22517998170408913, 'n': 61, 'trace_an': -3}
-
id: 163018061
{'hecke_orbit_code': 22517998170408913, 'n': 62, 'trace_an': -9}
-
id: 163018062
{'hecke_orbit_code': 22517998170408913, 'n': 63, 'trace_an': 0}
-
id: 163018063
{'hecke_orbit_code': 22517998170408913, 'n': 64, 'trace_an': 14}
-
id: 163018064
{'hecke_orbit_code': 22517998170408913, 'n': 65, 'trace_an': 13}
-
id: 163018065
{'hecke_orbit_code': 22517998170408913, 'n': 66, 'trace_an': 3}
-
id: 163018066
{'hecke_orbit_code': 22517998170408913, 'n': 67, 'trace_an': 17}
-
id: 163018067
{'hecke_orbit_code': 22517998170408913, 'n': 68, 'trace_an': 0}
-
id: 163018068
{'hecke_orbit_code': 22517998170408913, 'n': 69, 'trace_an': -2}
-
id: 163018069
{'hecke_orbit_code': 22517998170408913, 'n': 70, 'trace_an': 0}
-
id: 163018070
{'hecke_orbit_code': 22517998170408913, 'n': 71, 'trace_an': 25}
-
id: 163018071
{'hecke_orbit_code': 22517998170408913, 'n': 72, 'trace_an': -6}
-
id: 163018072
{'hecke_orbit_code': 22517998170408913, 'n': 73, 'trace_an': -2}
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id: 163018073
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