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{'Nk2': 12768, 'analytic_conductor': 25.4882483251927, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [7, -1], [19, 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': [3192, 1, [799, 1597, 2129, 913, 1009], [1, 1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 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': [[5, [0, 1]], [11, [0, 1]], [17, [8, 1]]], 'hecke_orbit': 15, 'hecke_orbit_code': 63050394816744568, 'hecke_ring_generator_nbound': 1, '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': '3192.2.a.o', 'level': 3192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 19], 'level_radical': 798, 'minimal_twist': '3192.2.a.o', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{3}+q^{7}+q^{9}-2q^{13}-8q^{17}+\\cdots', 'related_objects': ['EllipticCurve/Q/3192/o'], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3192.2.a', 'trace_display': [0, 1, 0, 1], 'trace_hash': 2052871512645811237, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.963', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.912', 'prec': 17}, 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mf_hecke_nf • Show schema
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{'an': [[1], [0], [1], [0], [0], [0], [1], [0], [1], [0], [0], [0], [-2], [0], [0], [0], [-8], [0], [-1], [0], [1], [0], [-4], [0], [-5], [0], [1], [0], [0], [0], [0], [0], [0], [0], [0], [0], [-2], [0], [-2], [0], [2], [0], [-4], [0], [0], [0], [-6], [0], [1], [0], [-8], [0], [-12], [0], [0], [0], [-1], [0], [-4], [0], [-2], [0], [1], [0], [0], [0], [4], [0], [-4], [0], [6], [0], [6], [0], [-5], [0], [0], [0], [4], [0], [1], [0], [-6], [0], [0], [0], [0], [0], [18], [0], [-2], [0], [0], [0], [0], [0], [14], [0], [0], [0]], 'ap': [[0], [1], [0], [1], [0], [-2], [-8], [-1], [-4], [0], [0], [-2], [2], [-4], [-6], [-12], [-4], [-2], [4], [6], [6], [4], [-6], [18], [14], [8], [-8], [-14], [2], [-12], [8], [14], [-14], [-8], [10], [0], [-10], [4], [-12], [14], [6], [10], [-20], [10], [-2], [4], [-16], [16], [-24], [26], [-26], [0], [-18], [-18], [-18], [-8], [-6], [16], [10], [20], [0], [-2], [-28], [-30], [2], [32], [4], [-2], [12], [22], [8], [-20], [-4], [-18], [-20], [12], [18], [30], [-8], [-6], [-6], [34], [-10], [-34], [8], [-12], [0], [-10], [24], [8], [-18], [-18], [-12], [12], [4], [2], [2], [22], [36], [-18], [16], [-22], [-24], [12], [-4], [10], [6], [12], [-38], [-10], [32], [18], [10], [0], [8], [-32], [32], [-6], [38], [-10], [-10], [2], [-14], [-34], [12], [22], [-38], [-42], [48], [50], [20], [14], [-48], [-34], [-12], [50], [14], [-4], [-2], [2], [-20], [10], [-16], [-6], [2], [0], [-10], [10], [52], [-38], [38], [-32], [28], [36], [16], [2], [40], [-40], [2], [50], [-40], [-32], [8], [28], [32], [40], [-36], [6], [-2], [16], [42], [-2], [-8], [-42], [-24], [12], [-36], [-18], [24], [-2], [-8], [12], [-46], [26], [36], [-56], [-54], [-36], [-10], [-18], [-22], [48], [-28], [42], [48], [-26], [-58], [-10], [-56], [-34], [12], [-32], [42], [-70], [54], [0], [-4], [-38], [14], [-20], [-2], [16], [56], [-8], [48], [-22], [8], [-18], [-38], [-6], [66], [0], [20], [-56], [-12], [-10], [46], [-30], [56], [-44], [-58], [-52], [-68], [-12], [36], [-66], [-2], [-2], [36], [-52], [-66], [-76], [-4], [38], [22], [70], [28], [-24], [16], [-36], [-66], [-60], [0], [-14], [-44], [-8], [-58], [-44], [-62], [18], [-4], [66], [50], [14], [12], [-44], [12], [60], [56], [66], [-70], [-80], [14], [64], [-18], [44], [60], [-50], [2], [-42], [12], [-40], [2], [-70], [12], [-72], [-30], [24], [-36], [70], [2], [42], [-36], [-60], [46], [28], [56], [0], [24], [-24], [-38], [40], [-16], [-14], [-28], [-50], [42], [-2], [-8], [-46], [26], [-86], [-8], [-76], [-36], [54], [70], [-18], [14], [66], [-92], [-34], [-78], [-56], [-26], [14], [56], [-4], [-2], [46], [78], [-48], [-4], [2], [4], [54], [38], [50], [22], [-64], [46], [50], [54], [-20], [-24], [6], [74], [-88], [56], [40], [-44], [38], [14], [-72], [-58], [6], [66], [10], [86], [-18], [-10], [4], [-58], [50], [56], [34], [-60], [24], [-6], [72], [-4], [-24], [28], [40], [22], [44], [-12], [74], [-20], [-42], [10], [18], [-40], [-62], [20], [-12], [88], [-70], [20], [-92], [-50], [-42], [48], [-28], [-18], [14], [56], [-46], [-100], [10], [78], [-78], [-76], [-82], [42], [68], [54], [16], [-52], [-38], [-34], [58], [-22], [20], [42], [28], [-50], [-72], [40], [0], [72], [2], [24], [-12], [-54], [-58], [6], [-26], [-80], [-54]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 63050394816744568, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '3192.2.a.o', 'level': 3192, 'maxp': 2999, 'weight': 2}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [19, -1]], 3, 2], [[[2, 1], [3, 1], [7, -1], [19, -1]], 2, 2], [[[2, 1], [3, -1], [7, -1], [19, 1]], 2, 2], [[[2, 1], [3, 1], [7, -1], [19, 1]], 4, 1], [[[2, -1], [3, 1], [7, -1], [19, 1]], 3, 2], [[[2, 1], [3, -1], [7, 1], [19, 1]], 3, 2], [[[2, -1], [3, 1], [7, -1], [19, -1]], 5, 1], [[[2, 1], [3, 1], [7, 1], [19, 1]], 4, 1], [[[2, 1], [3, -1], [7, -1], [19, -1]], 5, 1], [[[2, -1], [3, -1], [7, 1], [19, -1]], 4, 1], [[[2, 1], [3, -1], [7, 1], [19, -1]], 3, 2], [[[2, -1], [3, -1], [7, 1], [19, 1]], 4, 2], [[[2, -1], [3, 1], [7, 1], [19, -1]], 3, 3], [[[2, 1], [3, 1], [7, 1], [19, -1]], 3, 3], [[[2, -1], [3, 1], [7, 1], [19, 1]], 4, 2], [[[2, -1], [3, -1], [7, -1], [19, 1]], 4, 1]], 'ALdims': [4, 3, 4, 2, 3, 3, 2, 5, 4, 3, 3, 5, 4, 4, 4, 3], 'Nk2': 12768, 'analytic_conductor': 25.4882483251927, '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': [3192, 1, [799, 1597, 2129, 913, 1009], [1, 1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 625, 'dim': 56, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 17], 'hecke_orbit_code': 33557624, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 4, 4, 4, 4, 5, 5], 'label': '3192.2.a', 'level': 3192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 19], 'level_radical': 798, 'mf_dim': 656, 'mf_new_dim': 56, 'num_forms': 28, 'plus_dim': 24, 'prim_orbit_index': 1, 'relative_dim': 56, 'sturm_bound': 1280, 'trace_bound': 11, 'trace_display': [0, 0, -8, 0], 'traces': [56, 0, 0, 0, -8, 0, 0, 0, 56, 0, 0, 0, -8, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, 0, 8, 0, 16, 0, 0, 0, 0, 0, -8, 0, 16, 0, 8, 0, -16, 0, -8, 0, -48, 0, 56, 0, 8, 0, -8, 0, 16, 0, 4, 0, -32, 0, 16, 0, 0, 0, -16, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 56, 0, 16, 0, 0, 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mf_twists_nf • Show schema
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id: 1062218
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 15, 'source_is_minimal': True, 'source_label': '3192.2.a.o', 'source_level': 3192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': True, 'target_label': '3192.2.a.o', 'target_level': 3192, 'twist_class_label': '3192.2.a.o', 'twist_class_level': 3192, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 1062219
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 15, 'source_is_minimal': True, 'source_label': '3192.2.a.o', 'source_level': 3192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '6384.2.a.j', 'target_level': 6384, 'twist_class_label': '3192.2.a.o', 'twist_class_level': 3192, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 1062220
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 15, 'source_is_minimal': True, 'source_label': '3192.2.a.o', 'source_level': 3192, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '9576.2.a.n', 'target_level': 9576, 'twist_class_label': '3192.2.a.o', 'twist_class_level': 3192, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 3052800
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 2}
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id: 3052801
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 3}
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id: 3052802
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 5}
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id: 3052803
{'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 7}
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id: 3052804
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 11}
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id: 3052805
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 13}
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id: 3052806
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 17}
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id: 3052807
{'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 19}
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id: 3052808
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 23}
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id: 3052809
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 29}
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id: 3052810
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 31}
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id: 3052811
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 37}
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id: 3052812
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 41}
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id: 3052813
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 43}
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id: 3052814
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 47}
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id: 3052815
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 53}
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id: 3052816
{'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 59}
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id: 3052817
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 61}
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id: 3052818
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 67}
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id: 3052819
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 71}
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id: 3052820
{'charpoly_factorization': [[[-6, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 73}
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id: 3052821
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 79}
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id: 3052822
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 83}
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id: 3052823
{'charpoly_factorization': [[[-18, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 89}
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id: 3052824
{'charpoly_factorization': [[[-14, 1], 1]], 'hecke_orbit_code': 63050394816744568, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 15, 'label': '3192.2.a.o', 'level': 3192, 'portrait': 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ETCctenOxSMYpeVgWDThGapozl1UVFzPTZNw7a5kI0zIzbMBGyaCdi20bBjk2Lfdpe6anL8VJuvPuvx+KGYp09GJKrHt76yw9tfbqirGQ6dnOT4OYez8wkXUnAfWTTcdNUC/+LdK2yfneDc/CQXV2osdVyWO5KVXkJ3kDAIBEdPLXH87Oq+J44svurg6cVdR84u3nXrt7wzvP+uP3+xIfENPf5WM/jKSodYG6TgVx9+8ujLf/63/0r+nZuOvPwfv/Wss9SZY7XXYrlTY6njsdRxWOoIljsJy52IpdWEC6twdEkwN7vKv/7eJV66t8Hpi9Ocm29ybtHh4pLhwmLMmYWE+V7M5PSIV1zT52VXgCfr+Mrn4nKN84sOF5YFgwDiWFPzNM1awtREjAZOXojp9mHnRpdmPcAYAcKjP9Ts2BSwtOqAsVJktQ9BDAbDcidk6waX3lAhlEHogHbNZcfmEasDwclzDol2mGlLWjWB70IcCwaB5MKy5PyS4eJKjO+PwI255co+L79KMNeus7TS5vRFn3OLcHEx5uJyzNllOLpkeMmVi/zS966wabLNqQvTXFiqs7DisdiRLK8mrHQjlrsJKz3NUl9wvidYXBnwm/84jN9xW/uB+twPar99+QMY83NCKmr19osNlRd8/K0NMv/Lez/K1NQE588v/PLHP3PPT//V5x7zT57u8SermjfeqLl2dwewzJ1oQaIFWjsYo7DGCgiRIITh2NIU//qPBb/8Qxe5YXdIqz5Ns96i3fBpNVwm24qLS4oLKw5feLDGHffHXLZ9wBWXxCyvDNm3PeC73qiJYoXA8Kmv1pjv1KgnASfOK/r9FtdemjDfjdl/0GXvdsnhc3DL5dDpQagdfCdktgmHztZp1CN8FTPREqz24OZ9PY6e8dm7U3P8XMBzR+3vc7ePOHrRMNEKWO6GfPoLDYxQJEnCbdcPuPUGw4VVlxv2jNizxSWO2gyGdfYfq3FhUbCwkjC/EnNxWXNqWXCxH3L93iX+5d/vM9ee4uT5SS4u1VlYdVnqSFY6CZ1eRKef0BkYVgeC+YFiuRdx074VXnHFqhMMwlefe+7Pacy84tYdl96mm/Wpf3746Y9y2bXveLEhs+7jbyWDf+iPP8Yt121Vn/rS4X958szFf37g0Am1uBqxNFKc6cO+7Rf4rR9f4Po9DS4uTbHUabDcqbHccVnuOqz0YKWTsNKNWe7FLHbg9IrAqY+49aplvuPVIbs3NFntt5lfrrOw7LHYESx3rERY6Wm6Q003MAxGMTPtiB0bNSDwXcOZeRchfXZuUOzeYtiyYcDFlYCnDre48TJDo77Cs0emaTVDwtBlZkozHMG+HSP+5EuTXL49JggMsxOSKBnSqvk8d2JE3W1y/d6Yp4+FXFzy2Drjs3sz7NgUolTEmUXwXIMQhp0bY6Zakt7Qpz9w6Q5clruK5VVY6miWOwmLnYQLHVgaJezY2uc7blvk1iscam6b84ttFldqLK46LHcFKx3Nai9ipZew2jcs9eFCT3FxNeall1/g1398iT2b2yyuTrC86jOKW0xO70rqzY2/fL5z3S9N1Y8mL33F215s6Kx5/K0C+KFDh6jVa/WzZ87seOjRZ9515Ni5f3vwyBkSoxhF0BkKLg4U57oxN15ykd/88SWuvaTO/MoUS6sNVro1lrsuK12HlS50eprVXsxKL2a5a7jYEZzrGxB93v7KDm9+qeaSzTXCsMFKp8Zq36PTU6z0Bb2BYBQYwtiQJKCkwXeh7hsm24YN0xGOO+Lo+ZBnjvjouMkbbw5x3FUe2z/Brs3w2YdjXnm1z3xnSM1RxEnE9BTEkYvjxiwtNXjFDV0++2CL3Zvh0cMBLg3e8FJNLIY8czTh+JkajvTYOOUw1RTUfYHnCZSAWEMYGUYh9AaG1b6mN9CsDjRLfcMwSdi5bcCbX9bh7S8PQbdYWp1gfrlu9XbXYaUDq72ETj9mNQX38gDOdxUL3YSX7L3Ib/z4PFfurDO/PMVqr0G37zEYKUYB+I1tOLUtvzCz6Yq/2Lp166kgGA0vu+zyFxtK+eNvDcDPnDrM3Oycd/jokR84ePDIex546AmxuNSToxCGgWYQGPojWB3ZZfN8L+Kll87z6z+yxA2X1lhcnWRptclK12e157HSc1jtCTo9Q6efsNqL6fQ1K33DfE9wvqOZmhzwLS/pccsVMTs3Ktp1l26vhu9KQBHGEq0F2sBgBAjNVGvE4bMGbULufrRJMKhz6VaPW68ZEOlV7n18kusvczl8oU9npc3Lrhnwhcd8Nk4b9p80/MO3ddl/wmfjtOTzjytu3adYHnQ5dnqa6/eG3PvMkDhocMuVHnu2jxjGfT73mIJEcPSMQ7vh4AgYDCXaCBJtiGJAahxP0+kbmq2I7ZsDXr5vwLfcGDPTrHFxeYKl1TorXXtuVrqCTh86vZhOP85lyfJAcqEnWOzF3Hz5Ar/8Iwtcu7vGwsoEq/0G3b5Pb+AyGDkMRpL+UBAkdb1j19Vmx649P3nJJZd+YGlpMbxy394XG1LA3xKAJ3Eoo2j4lucev+PSla7+jYcefszt9AWDkZUIw5G2CZpA0xsKOkPB/FByrhNzy755fvVHFrhxj8dqd4KFlRadfo3Vnsdq36HTU3QG0OsbuoOYbj+hP9R0BoaFvmChD1EScO1lQzZNJ/QHhje9LGDXJk2cSBxpCCO456kap+ZrbJ6KefZoDXSDK7Ypbrhc49cGPHZ4wMJik6t2NWlPrvDg0y43XVZjabDKykqbTZsMD+9X/P3X9Hlkv8O2DS6L/Q4ry9PcsG/Ag88mTNcnuerSPvOdDg8/P0ndafKSyw17d4xA9nnquGDDdMTFhYh7n3IZRQopIdGGXZtDvuVlIb2+YsuU5obLIAwbLHcaLHd8Vvsu3YGi05d0+9AdJHT7Cb1BQnegWR0YloeSs11BZxhw694FfumHV3jJZfbm6PTqdAcW3L2hw2Ck6A8lg6Gg009Y7oZcd/1NUZQ4/+zd3/l3j7Sa9U97nqtfbGy96EGmjrtoPfjehTOP/NbS/MHps+c7NOsSg0QIgxAgRYyQGoRAYDWolAYpHR45tJGfe5/D225d5jtfs8zurSEXltr4Xp2679HwXZp1h15d0hq6TDQdBqOE/jBhY2BvnN7IZ3mhxpnThjDWnL0Q4/sGEHjK4EjBYKgQuMQDh+t2CfZsMezYOiBIetz5iOLAkSlef6PPDftW+NCdBk802LV1wNMPKrZOKmbbA2qqThi5zPegWXPYtlHw5IGQG/bWefX1i3zwM0M8t8Xrbja4/oAvPhzy2YeaPH+8ziVbGuzanDA3FbJ7NuLqXQlKaRxlAEPD95mb9Akjl97A49nDLv2Rw2Co6I8k/SH0R4b+wH723jChPzR0h4bVISwMFBdXDI2JDj/1xgX+3q0B117S5Pxim06/Ri8Ht8rB3R9ZEhoGhigWfPm+h916c+a3NmzctPwtt93808urgw9OTzb+zwX4aDQgisUPnz3+wK+ePvK56UGvj+v41H279GotAIUQgEiQAqSwnTRKGpRM8KTk6cNzPHGoyeFz87zt5X1efuWIyVab5U6DZrdGe+jRHzj00os9HDkMAodRYBiFmjAyRJEhTuwzjD2MBqkEriOoeYLJlmCqBZtmNds2Dpid6nDXY3DfEy5ST/D6G12uu6LH/c9HhKM2t14n6AyHzC81uWWvZnZyQN3xGcWKhW6E0oLr9jo0WgGPH6zxqhsmeNm1PR4/qMBMcOOVHj/0rct84cmQzz/SZP+pGjvmFJum60y1Gky0oO6D6xiUBG1g/3FBkgiiWBDGEETYzxgkDAPNKNAMRppBoOkPoRvAQl8y34NAj3jt9cu85eUdvvt1mjhuc2GxSbdfozf06A9d+kNFf6gYjAT9kWAYGAYjzTBICCN7Hi+eOs8f/8Vd0xj97972d17lDPqD9zWaLx7IXzSAj4YrKKF/6NTR+3/1xKEvbIjCHq7jUnMhSTRai9TuEwihEEKgJCm4QSmDowyu0tRdweKgzoe/tI0vPtHllVev8u7XrnL17j4zkw2WVhv0hj6DoZsC26bzR6EgiCRRLIhju9RnFqOSBseBmgeNuma6FbF1w4CYPofPRvz5vTWOnW4y6de56UqHW67p8vChDnd/tc3Nl9XYsXnAn3xJoIRPuxWx2g/QBpSAufaAbs9Dx3Xe8sp5PvzZBnsu1njzzQPCaIl7n5khSmq89MoNvPmmLpdt7/DFxwc8fbrBU8c9tk1LptuChi/wXHsTSgFCGLQBrQ1RnN6skSGI7I08CmEYQm8kWAkEyz0QzojrL1/l3d+yyiuvTJhp11npNuj06vQGPv2RLVTLVoJBIBmOYJDdOKOEUagJQhsLKMdldbXDX/zl3RuMMb/65je8wlxcWPmDjXNT/2cAfHD2P7Ay3EHv4l9932gY/Mbyuf2zig7Sc4jiBG0gMWBsPjKVKAIpJEo6SJmglEiXZ42rDL5jqDuClZFiqTPFR+5p8tCzfW69dpV3v26V6/d0mEnqxLHPYFSjP3QZBg5hpIhiSZxYL10bK4GkMPieplGL8b0Qzw04uxTwmUclR854HD8zhdI+ezZ77NutuPGKLspf4JmjLbZONrjqEtg0t8Jyt83VWyWxNtz1iE8wkEw2Y97w0hGfvjfi1IUWl1/qcn51xHPHXLZvnOLa3Qvc/3SPB58TBKHHFbunuWK7zxXbehw9v8yRs/DIgQaHjzVpOALfkTR9Q80FKW1QZYy9WeMEwhjCRNAPBN2RoBtBqGO0GfGSy7q8+1u6vPLqhM3TPqPRBEudGr2+T3/kMRg69EdWkgwDwXAkGQa2b3QUJIxCuzIMA80otI5TFINGcup8hw/8+Zc2PHnw4m/Um80Ypj5kzLLojzCt+v+60O9/KcD/ya+9h/qW+1k+ZL47CU/959Hq+cm6q1AtjzA2OKEiK7UXAgs2KZFSpqBWKCVwlMZRCa4j8ByN5xp819DwEiZrgl7gstKd4mP3tfnSUyM2Tg14120drtg+YjTsc9Vuw/ZNiiBySZIizW//nsZ1Ek5eNBy/IFgdaj55f4Ozi1OY0GWqptgy47Bzk8MlW+GqPV20XOS9n26yvDzBzVc4XLWnwxefEojYZcOUpNmIGUQe0kgwEuV4dEaCi8uCK02D227s8cDjdbbMetx81TQ/+K2LfOCzPR452KQ/cllabbF7S53LNw946d4e3/aqHueWl/nk/T5LA5+T513OnvVwlUBKiUCgjSHREGlDEmumZiKuuXJAEERcsT3gHbcFbJhQTLd8oqjG+YUag6HHILCr3DAHtrTgDgSjALsSBAmjQDMKE0ahYRQagtAwimAUC8IIwsRh/nSXJ088PLtz+4bf/OJX7/8F4Icwo/v+V2LufxnA//lvfJjve/N3iB/8WeedGxrP/v47X/5U44qdNXqDOsNA40YOgXSR0iCkDSKFsC6BlKBSkDtK4iiB4whcJ8FzBJ6rqbmGemRohIaJWsJUXTAIJb2wyfEzTX79T6dBx4g45sZrBuzeFBLHoI3GGJvEkUIglcBxPQ6e8th/pEaz5tDyJLMNwdyMZMO0w5Y5xc7NCZfvXCURS/z2x9ucPDXJzXtdrtiVMIx7fPUZn8m6y8yEYbIV0qhbKaS1pDNSLPcNS52ETr/OK65a5dH9Aw6cUky2a7z0ykl+5C1L/M4n4PEjTfpDw2rP4eJym02zDTZMjdg5M+KfvHNAu9Hh6eNw8LTEdQ1KGYTQgLH/MxDHsGtTwq1XxySRSxT7GNNgFLpcWPQYBnZFG4Uql2/DUDAKBKPQsnYQGkZhQhBoglAzinT6vfQZwSgSjCIYxoJ+JOlE0B/GbOg9PRctL84F87t3P/LcP/rKucN/YLZc9kP/+wD8X/77D7N906T6vY//4dvPnF350Ace7NSePNDiN368w97tEe6gwXDo4yiNUhqpNEq6aSBpUEqlelviOlZzeq4icCVBqPHDhCAy1CNNEGnC0NCOIYg0QQxhLBhFkiDxiZIaB440eeoAJMZgoW21sSvBU7bmo+XDVZuhXYeJpmSqpZiZdNgwDTs2BWyeWyUyy/z2xyc4emyCGy5RXLJNsmfbCl9+Lubi0gQ37pZMtTU1b4gvfYwSxIlEGEOchKz0a1xccrnhijrX7e1x/+M1Nk4JGrUWN+zV/NTbl/jPn9A8d7bFal+z2lMsrDjMTjaZateZak/QbkTMNSN23hDiuzGuE6NUghQ2mDDYmyqKFPMLDlGsiGJFGCmCKH0NJUEkCULJKJQEobABaigIQkMQ2vMahAlhmGr6yH5/FJaAHQn6kaAbC7qhIRoFXLdzmV/5sXluveQiS/Puey/b/HtDoXZ8/OyhDyZb937/Nz/Af+s9f8Zky1Onz198x/GT5z74xPMna7VWm7selXjvM/zSj6xyxbYER8WoUYJSCY70cKRBKQclDa4yuI7CdQxuKPFcYS+CKwg8RRhZoEeRIYwT64rEpWcCcWJIEk2iSetWyMEtBCgJjgTXBd8R1HxBw5c0G4qJhmRqQrBhOmbnpgGt5ioffyDk3memWV1sc80Oxc7NLpdtH5GIVe56pEHTdZibUrQaI545Cs8fc7h6u2EQKK69LOKaPYYL5xMWVjyGowZvvKnHV54ecvisolmX+F6bqy/R/NL3LXHPc0M+fc8sS13Dzg0JKx2HybZiounSarg064aar/E9je8kOMpKLZnqPWOwCSstiLUkTgRxLIhiSRgLokgSRNZ5CSNBGBnCEIIoc0cK4gii8tOCexjBIBL0Ikk3hkGgIepzw45lfvGHl3n9SwQrnQl6vWM1vPofmaH//VrMfHT/43+W7Lvxu765Ae47RnY63e88c+bM7x45fKI2XXcxgSCuNfnUgxsJQ8W339bhna/pMd2O6Q1qKJmgnATHcXGdBNdxcCMH31GM3JRtXEnoCcJI2IsTKaIYwkhaByEubL840SSJdRcSkzoleUGWSCWQlT2eI/A9Sc2XNOuCdsMw2dJsnA6Ym+oRm1U+8hXJBz47w4ZajWt2CHZsdtm1RbNz8wof/6phebnGFZsUU21oNSIunpDMr/h4uyGIBHMTkslJOHzcsNLVXFiscdmuGq+5scdn7qsx0wLf81Bykqv3CH70zfO4cp5P3T/F82drbOxGbJiMmWgqWnVFoy6p+w6+B74LjmMdJmurlkCOvbETDUkiiBNSoEOUGMIYoiixpBBpGzSmAA8jCOLMlUktyFhY1o4F3UjSizThKGLC7/Edb1jknbf1eM31kk6vyTDwCeMavdWTNe3Wf99veI6Q7p9heeabE+B33HEHSaK/7/P3PPWbR46ebDd8hQkNbW2IjaQrmtz1iOKrz9a4sLLIP/y2PlPtiJpvM46uinEdF9dx8cKE0HXwIkUQSULXptIt4wjLRCkrxTFECSSJdRK0tgGX1ibr4UzBbQFutb3AdSxAaj40appWPWayFTM3OWR2apUHDoT80d11Dh6fZNeEy55NsG2Tx7aNcPmOLoO4y8P729SVy9yUYrIFk62AqYkYz3MQwt5cw8BjuRuxOjB0+jHzKx47NrV42RXz3P3IgINn2zT8CFd5CDHBnq2K73ndIi+5fJ4/urvFw89OstR32NCOmWzENGqSek3huwLflbiujVWUIrUPLcoNtodVa3Kgx4lOV7fUWow1cWLBHUcQxqZ4RtaVGcWWVAaxoBcJegkMhzE6HjJT7/GT377E//+7BtQ9j063yXBUYxR6hJFDpD06C6faTl3+ttO80vv83Z/5wLe8/lu/+QC+uNRBKfnDv/+hT/zqc4fPzGgjUApcB+raoI1GCEmvXaczUvzmX7jsP7rCW17V57bre2ycDej26owCH8+N8T2XIHTwI2vvhZ4FeBRJwtguu1GcetoJqfVHytwSbSjAbZOUKXODo2zCxHMNNU9Tr8W0ajFT7YDNs10udga855Mudz06zfJKk0vnBDs2CLZu8Ni2QbB7ywjHW+XD9zocO91k70bJVEsy0UyQMuDsgsF3JFKAMYIwcti5ocsjJHQHipWu4eJynb3banzbbR0++kWPExd9XCdCCBdtmkSx5MbdK+z8ri53PT7gT+6a5rETTbZOCWabCc1aQs0T+K7Ac22s4qjUYpUir8kw2JtMG6zTkljAZyCPEyvpLNghTKz1F2bJo1gwjKEXS/oxDENNPAjZNtvl1Tes8NZXDXjjSzSOaLCyWmcUegQZuGOF1pZIwuHJmc1bNv3G1Te+Q0XB6vtcf/KbB+Dzi6u4rvODH/3Uvb/6ha88s2EYaBxlK+A8ZTDpX5UCHCHoCp9u6PDhL/vc83SPG67o8l2vtVVwM5M+w5HPMPDwXZcwdvOTFUaKOFZEiSSOJVEiiGNJkohSjbjVn7kqMaTeuk0WqTRZ5Lka30uo+zGtesDsZJ9hNOSLzxj+/MsTPPzsJFOey9VbDZunJRtnPLbMSbZtDLlk6wpPnxjyya/MMaEc5iYE7aag3YjoDBI++9UaLc+WHWgDw8DhLbcG3PGQrYnp9DXzKw7bNrR428v7PHygx/7DHk0/RklhQa4bjEKr9b/nNR32bp7nw/d0efD5SU6t1NnUFkzUDA1PU3M0nos956kLZZkcsvIjnUo1rYsVLk6BbgkCokQQJSmwE8EotqzdT7AxTxjSrA/4jtcv852v63Lj3oSNUy6DUZNOzyeMPILQJYgsOWUAF1JQ9zVB95kNF09v/NWNO2/XYbD6fu9/Asj/RgG+srJKp9PHc8T3fvZz9/37j3/qCzO9TsdW54k0CQFgTA4yRxg8Iegph4Hb5EzX59xDDR56ps9Hr+nxjtcMecOtI6YnPcLAJ4hdwsglih2iFOhxooiTNGGTFADXJmVuXSQWsvoWJW0dh+NoPDfB9yLqfkirPiRhyBcel/zplyZ59vgEIvLZNWXYPGmYnVTMTXtsmpVsmYvYsanL6YUev/fpJnFQZ9s2wWTLod2EdiNCuCHdYZPJlkEIm52NYsm0r4h1TC/y6A0SVrqKswt1rrykxY/93VV+4898Ti40cVSU3hgOcVxjFEo2zfjceGmXay7p89zJs/z5l+vc/dgk5zp1mr6i5UHTNXiOwVXYgF1muYXioQGj7U2XaEFiIE6E9c8TQZjYJNEwEQwTGMaGOI7RUcBMbcgbX7vKu17b45VXR0zUXcKoyUrHJ4g8osgliBzC9GndG0kUp1WQKFaWe4ye+9KGwcj991t23RKvLJ37Q8dv0mr+zc1P/BsF+GAwZHKy+davPPDo79xx5xfa8ajDRMO2fRpsdi0LfKw8MDipe+ElmpoSDJTHIHaYD2p86qEm9z474KWf7/P/fHuPfTu6bJhUtBsOYeQRxi5xXIA8yQCuJdpIjCHt08zAnab6lbHJIifG92JcFdIdRix0I/7Tx2scn5/i8f2TGO0xUxdsmDXMTghm2oqZSZeNM5JNMzFb5wbMTK5w1xOax56f5JptgqmWpNWQtBuaZj1EuAG+7+Ao+/eNgSSRDAOH4Sgi1oLeUNPrG5a7LheW2txyeZ+XXbnKhz9fo76scGRkAWkc4sQjjGyP5+xkjZfs6fOSS/s88upznFyQ/NHdk8yvNjiz5OMpSdMVeJkMk/b850SeSRUsk8dGEGuItCBIYBRDqA0kMcQRUgVsmRpyzU57PW7al9CuO8SxZewg8ohiJyUgRRgWtmQUS6KcfLJro+gOhiys3jMTRN7v7Lr0hpUwGH7ybxKTf2MAf/a5g2zZskm9/4N/eumzzx9qD/qrtJuODWYSk7OEToFdgFtYjzs2+ImgoQRDRzBwfIaJy1JY5+7HJnjg+SFNP+D739Rh20zMri1DbrmqhyMUrYaDEFau2JNnWcKYEnNjE0hKWM/cEIOMee645NEDDp95uMVzp1qEcYOWo5irG6abhqmGsT5422F6wmFmUrBpOmbL3JDNcyvc+2zAez+zgc2TDnNtaDcV7aag1Yip+wEPHFKMQge3aUFljCCMJTVHcf3eIQ89M2kLn4YJq12XxVWfi4tT/NibL3JmcYmHnpzDlYCI0ECcAigIJf2hw1SrxmS7ycv2Dnj1NQO+6/YFDpzW3PFwjYcP1Dl0rEksHIJAMYgUSkiEEGOBZ5oTMJpYG4zWuCJhwgupEfGyG/rs3jxi22zEu98QUPckzbpLGDbo9DzCyCWOVUo4qvDaY0UU2ZU1L4lICumYtRkG3S7PPHV/e3HxwqWvfu071bmzR5ItWy/92wPw559/ns2bZr2HHn7kB5Ik/s2lpSUadRdjBEliSFS2DGbdMVYbxsqgEoOKwZUCTxv82FBLBA0nZZHEZZi4DJIavV7Cv//wFCaO2Dg34sodI2YmYt7xmiE7NoREkUj1toQSc5PqTyk1Qgo+dk+dp482EY7DyXMNzl5sUKsrJnzBZNPQrmnaNWjVBRMNRbulmGo5zEzC7GTMxpkRWzd0ScwqH/tKm2G/yWXbDO2GotWQtOqaVi3GdUPueqhGMJC4G0CmYIpiSbOueONLh9z3hKYfSPrDhO7AYbXncGGpwb7dLd7xyi6PP9fg5HILJTUQpXrZJUqsmzQKJf2RQ6fv0ao3aNYD9m0bcfPlI07PdzhxfhXHTXjqmMNHv9xAKFu4xvj8QaMBDcYQhQk7N8a86zVDZtsJl+80bJyBJHYJwhZx7LLSdYkjRZQUK2gUpa+xSmOirJDNgjvW1n8vAzxj9OXlJaZnd/3ms888NtiwefcHDh3aH+7du+9vB8DPnj3D0uLi3jNnz7zn2Wcel62GshciSUGtbYSeaEEiLeBVYlCJwJFWJ0aJwU0gVgI/MdS0IU4EoTaEiSDQkiCRhNol0rDQb/PlpzWGhL962I5swOj0mWXxUotMZBWJEqkUceQgtYPrSFo+7J4zNF1Nw9c0fGj4gmZd0qpbOTTRkky1YWYiZm4qYMtcj4QV/tNf1rj/mQ3smYGpRsreDUmrHtOohzQbQ+r1Br6SKJlqcKwciCKX0VAwDBJ6gaI/0vSG2rbMNT3OXJzgFVcG/NQ7L/JbH3U4teojhMaYCJ0YotgljCSjwJaxtoYOzZpHo16j4Teo+RGtesiNl4V4bsRNl8W8+7UDHBWnSSCNEKYqylNJp7VECInvKsBjFDgsrTi2bifJYp70GcsiBoplDuYoyRJK6Wv6TBJBrEWKjeI1TgwPPPiYvG6k3tPtDb8SBKNn/yaw+T8M8Icf+DjTU6J+6NDhtx8/clS0Gq6NwGNb5BNn4FbZq2V1pcBJMi8WnDR6T7KIPhHE2hSRvbb60D4FoZbERpJoh0j7JKntVX7kWcrUrXEkuApqdUPNMdRUgu+C70DNM9R9Qd2TNOqSRs2xAG8KJlua6XbMzGTAhuk+WzYs8d7PaP7k7o1sn1TMtjTtpqLVUDQb0KgntOoR55c0R8/71DwryyCr9BOMQofdmzSbZkd0Rx7DkUlZXLLac2jVa7Qak7z7tfMcO3+B3//kVhzpYNAkOiHWhih2CELFMLRFUYOapDFyqPsudT+h07MxhucmNmHmJjjSNkpIadP5In2SVnCCSEEu6KQTC7S2cU2SSLSWxLqIdyxwS/IjSd2spMiYWgBn4C6STNnXcQxRbIu5Hn70SbF1W+ftG7fsOPqBP/rI8Ae+550vLsAHI8/rnlr62WH/ws/6zkg265IgtBc0ViIFrh4DOTha5IkYR5HeySngc8an9DRFmj2tlLNersgDpbLmBkoNEuBIbTW/siuGqwSuY6xv7AhqvqTmSeq+ol5TtOqSVsMw0UyYbMVMtwNmpwbs2LjEw4cCPnzPFqZqPhtbmnZDWHDXJc2aplmLaTUCHj4ITx1ocOmcSXVvkTYfBoqbLjdctmPII89OMggMw1FCf+ikIHdp1OrUa5N8x6uWeerQPA/t3wRGoXViy2FjQxyZvJ5kGDg0RoZ6TVHzNL7n4nsJvqNxnATX0Xm9j0oL2qQwIGxxckYLRXBuS4h15kjpzH4tWbEpsOMcxHIMyFXWzlyaJLUibTY1SyQZBp2eDJJz/7LdbnszU61fBsIXDeBROJBBMPrFz9/5Zz+9uHDec12XmslqO0R6JxtULEhUCnRVJBcSZXCSVMJokWt0yxpZ9tHWh+sU5DrNxGXJCmMMpcx7ZcWtOjZpOl4JC/C8aMtm/3xPUfMVdV/QqAtadUO7kTDRjJlsBcxMDNkyt8JDB4f84gc3curMJJfMaiYb0K4rmnVFswbNWkK9FuG5Izojg5IKVxmkLI7MMpokij3a9YhBrBmkddaDUUJvIOnUFY2eT81vsWtTxC/9QId/9SHJV/dvxKDQRpMkmjiJCWNNGClGoWLoS+qBouZJfM/gewrf0biu9fsdZSzAlQW4SmWKEKbaoJum9k1KIiatZUlSwCe6eLXXTOYlADnAM42dy5CCyOKk7Llr4tiWBCQazp45581NT/yzv/Om73F7vcEvtFqNv3Y6/68N8F6vxyiIf/nQc/f940HnZM1xFGAwrk0TSgEywYJbWrmhkrQVLQd1BvYC5GVg69yjBaON9U/TEtDykzGAp7I7DSytRFHSZlIdRZqWF7iOxPcknquo+XYkQ903NGuaViOh3YiYaIVMt4dsmVvloQMD/tUHZjl4apqd09ZhadUlzYa07F03NGoJjVpElIT88edbSKVwpUGJwibUJlvCXb7n9St87rGQXugzSAHeHyp6fUXHd6h5Pr7b5vLtMf/2h5b4Fx8QPPjsRrSRJNqm1aPYFpoFoSao2XJX3xfUXIHv2cym55g8Y+sojVQm7ZAytlEiA3iR8gRSEsHmEqzbkgbyGYDTqQM6T66lIM9XXlGszqXXbJW2pQHGfobYECUGoRTPHjheu/Pue/7ft73ldaLX7f5cq/3Xm5711wb4qHsAjH7Z4rlH6q4cYjwnzZRpQNrsWZy6JQkW3EpUQZ0YtCoCUV1iaPs+fdUpixiTsjZZuTNm7LgygGc1GCqvJxd5HbkFuMR1pa3f8AQ13848afgJzboFd7sZMtkeMjfZ4eEDA37x/dM8d3KWbVOCmWZJmtQcmjVbv1KvxdT9ENcNOLs0hasESurUliuCzCSRxLFi85QhjiO6US3tlNEMRwm9kaQ+UNQ8F8+t4ToTXLEt5t/+4AI//wfw0PMbSLS0AE8MUZykTK4JfE0tlIw8lUsw17VlEo4yaZ2KtWll5o2nr+tg3MoV0qQQIk8O6TQ5lGWLk6T0/bK8zIFd1AQlWQ1MJrViQ5Ro+xoZRmHAnV98tL55x+6XSfnX33HirwXwc0fuwMSysXr+T7260yfwXQg1mPRAhEYK2xWfWYJJrrMto2ttSBxysFeBnckQkwPdZHIke/8CxyZFUURlmyVEDm4lZdookckTqLnge5p6zVD3rX5u1CPajZDJ5pDZqQ6PHR7xL943xTMn59gyqZhraibqglZN0qgpGnVBvWZvDpvqD3lov6A/8qgp0pvMavCsCSHRgih2aNYUt1zV4+Hn2gwiK1OGQcJgqOj5Ct9TeK6X6udJ9m3X/NqPzPMz/w0e3L+BSEsirdNm6aIHM/Akvqcte7tFHb2jsiepTClknEyzvOuBPEsKmQzgKeCT3HkpCrjKK69OjYNila4SXJwWxUVJ8RmiNOg8dmaVX/mvn/Z+9gff3PjdD945+Invf9P/fICfPP08urFlcuX0p39vZZVXxYnVda5jcgAKiuAuTvWvBXZ6JzvZkgZaifVZuwRonQO7aAom1d75xRC2oEjIFNxpkZHKAQ4qrRh0HfBcbCeQlxZY+Qn1VF606gETrSFTrS5PHgn4F++b4qkTG9g06TDX0EzUoVkTNOuKRl3RyNk7oebHtBoj7n3KY7VTY2qqSJNngNGpNo0SxYYZxWuv63Pvo9p20YS6BHJJzZXUXAfX8XCcOlJq9m03/OqPzPMz/83w4MENRNohSisAbdmrZXI/knl1oedIHCctwpIC5YicfLLjy27CTKqIrCqNIiE0/tSlV61Lr/nKW1qtTRngGaOXy5qLwDMxYJKEWtJ/1bOHj/zBT//Em378rW/av7pt83+fN/7fDfDjJ+cRcuVnFk/v/84pdx4hmmlQabVd1igshEYKgdIW5DaoLHSZVmWdnYI9Tc5k7F0JJMeZO0V6lpHLtbfMKugK3Z1VDDoKW5/hGFzXNhbXPE3NS6jXYhq1iGYtoNUYMT3R4fFDAT/732Z58thGNky6bGgkTDRMCu6UvWuSum/Zv+bHNPyQWAf0Qh+hJG7G4LkGFym7pQVikUvTG9lygbDGVAbyUcLAswzue9LWxDvZBrSGq3cZfuPHL/JPf1fz4IGNRNohSARholMWF9Qije8aPNf2rjpp3OEoWyJs2wDtebIyRZRWQHtW8xuzHOuMgTsnoRIxlcGdgb1g8qLAq8iRmFIQaq+3lIL5xQVWVw9858kTu44GQfTz/1MZfNg9Q621decHPvj+a7rLAxo76jiOXXeltN42pPUm0pBIG3goJdLAMtVmpgTuNEgxWTBpikCsYIoiK2nKa2bG2uWgMltu0xoXlQZTjpN2BqVFSFn1YM1NUt0cUa8FTLUHTDR7PLQ/5ufeO8sTxzYyN+EwV0+YqBlaKbjrNWsnZuCu+wk1L6bdDNl/wnDP4008KXGVToO4wqPIlu8oUcTa4bYbIy69pM/RU3XmGhR9jkHCYJSysKNwnKKNTwjDVTvh1350kZ//b5qvPDfHKKrbZFhsaKTWm+9iQe5kq5dOJYpEqiRf4ZQUJYCLEshZo1cKkJsqwE0hK7PvrRdPJenXOZPrqiWs89Ed0K679JaWefirz1zz6jf88M79h86e3Lf3G9/u8BsG+L1PnOKRE61dsn//f9w4sfLWNjGJ9hCJTpc3g4NlbqGtPMgkidZpgmfMHSm/FnZUuoyPuyRr3JKUucfBLQxSZbZgWvOSSijXMXiOxnU1vqvxvZiaF1PzQxq1gOmJASu9Afc9C7/2p5t4+sgssym4J+uGVl3QrIncK7fOi7bs7VmA1/2AMEkYDWvUlL3JpCgt/WSaVaSBpmO1vBMQhIZhJEoA13heguc6uK7EUSrvVc2ykNfuFvzaj6/w7/8s5sEDM5zrtBk1JZOJoRUbaunEAd81qfefOSkmZ+9MqmQAz483PegyznOFmF6UYmUtld+WwV76Xnads9qknMVNWb8X/04pW8Kx/3BAvbH41sv2fSm5/rp9/68xh04I8Y3NPvyGAa4H53G91ZtPnzry9uHCITZMu3npqRAGYTLLSaAyj1SKPKIuPFRym8kmaUz1vanqvSprV1VhdhHsuAfylSOrVCyGA9myWNfR6ZiJJAe376Xgnu6zsDLkV/+4wSe/Osdif4q5CclcLQV3zeruRhpY1n1Jwzcpg1vtXfNDIORLT3qsRB4zPpV6bER1hUoS2/zQ9h1ec8OAhw6G9CKfibxjXeMFtlbdcyzAHWVQ0kVIm6DBwBXbJb/1/3S546Ehv/z+jZxZnGI46TDpCVqxphGDH9nRy56yA43cLNCUIg+Cs9dyoF6+MYXIe0UKFs+vVQnsJbdLl6RmweRlrU41caerUlQbiLXk2ecPcc1VM2+fnZn4435/eOJvlMGjsI/jNi47duiBf3Qx3I/fcmxGLB/vYAorKct8aSzQTZEUyKPt8msuQUxFmlRYuyxL0hOdMUuWbs5cAJUBXBkcaYHtKAtu10nw3ATPjal5Eb4X0aoPcZwB9z6V8AefbfOZ+zcQ6jYb2oLZmpUl1gLMfHKVPkXK3GX2jnCcgAeen2QQOmxuZMczzuCZlSaJYkXNVbxs35BYW4API2G71rPO9UDb4NARKYvbG1mkyXWDYHZS8J2392n553j/Z4fc9/wMF6I6g5qkHRuajrEgd9I4RJk0LsmcruwciqJ2XIKkYPHyjoLlS5Kz+djKW46jbF0+VUY340AvwF2+kRxpGIYen77rEDOzV/2jN7zulU90eoPDE62vPxLu6wI86J2gc+Gv8PzJLSo68uqp5gWM8VO2TpfK/MOKwidNwV0Bc/q97AJXtDaF1i6AXbIeyvZVvnJk0iTLytmKQTvaTac13ym4la3F8N0Iz4uouSGNxgjPG/Cndzv8+h9u4OjCNK5fY1NLMO0ntH1D04dm2mFf9222s5YmhGz9SpKuBFaeLHYT+qGHpxSeNHmASemjZDd2ktZshLFL3R2xaXLI6qDFMBLpuDUbK7huktp8KrU7VXruy4GrrXx86yv73HTlAr/2RyP+5K45luMmA9+l6Urajq3B8R3wFHkzhJMlfdKVT+ZSpUgAlUmlKlbWY3PWATslbT72LGWmtSmv0iASiKVBCsFzR1f55D0HXn1kIdmyuNw5/Mz+01yzb/v/GMC1TpjY8IZdncVn37u6sJ9WXZOYqNSVnhURiRJIRXrQ5VqGLBsmSgGkKN21ZXCXSl1LD4Ep2CTNvskywKVBSW3jgZy5kxTkMZ5jJYnvBfjukBMXY37/jiaf+MoMxy5O0W64TNdgyk9o+SZNvWfglim4ZZ4UqqXa2/fsjdNuBnz8AYfDJ+vU0glcebsYBcrzMQ4mLU6KHa7YCd96U48/uHOGfsOhnc4e8cM0blAax8kmfFECuVshmERLdsxKfu7vD7hm9xn+22emOXZhguW4zsB1aCpBIwW6J429cVKXKV/9svOa2YdYfV5kOs1an5wsAWdyoOtx0I8zee7EiOI9rLn2WSdUmCgefWw/t928771vve0Vb1pa7n5dqfI1Ab7UCam1XZ597v5twerje5pyAeHV0CbKgVj5cKXahUySVGoZjMh94OxGKLN3vtzlrJDRtqnowAzY9jUbpWzBbV2TjL0TXCe2nTtOjO8HeE5ALwl5z0c83n/HJs4uTaJVnekJxbRnmPA0jZS5G3n6XqZ1Kqk0Sb3zHNyezV4GUcjhMz790GfKT12cLOmUuRJZFtaUalIih3bTYfe2EOWP6IUthp6gHtmRaF4qr9xUojiZ6yHUCwSvirmJAT/21gFvv+0C77+jy+9/bIbFYZOhU6PmKBqOoK5s/b2XdvsoKdLsJulqaNZncqpypbj+67A5Y+AukVoBcMYAXnjv+SkzoI3i2Lkezx9+es+enWLbS6699YQxI4So/fUAPurPsxS351y38ZHDJ59wr7tEIuK4Asgs8CtXoBXsXAa5HPu+BbCuMLbArHskpmQHmhzYFXki0yo5lViAOwmOSvDciJoX4rkhnVHIA09L/vTuNh/7ygyjpIXnecx4gklP0/QMDd/Q8Apw13yJ70v8VJrYxFDqTKQA91yb+Tx+3nDfYw3CyMVvmjUBZvYo0tm2FDWMFK7r8Nqbenz4C30OnmkyrNnRDIFr8GJwI40bapSS1reWdiBpPtyHAjyJlsRa0vAdNk4O+affMWDfjoA/ubvFo/snWBg2GSkP13WoOYK6BD8bsJTZq6ksyAvWROn8p9w2XpxVeskJSo8BXZv1XssVoemgFFOsE5UbRbo8/Ojj7re//qUfCQYr13W6vYW/NoNv2VyTvdUDN8dL90xcujlBG4PnRqU/KmznTIXBi3riihzBsnhZxmSyJP8wJQavFP7YHh3L5HlKWeflnlZ3GxxlJ2MpleRyxHEiOv2I+58VfPDONnc/PsFyp4Ws12jVFZOuoe1pGq6h4RnqHilrW+au+5Kap6h5gppHWqGnU3BrfNfqb+UEHDoDZzs1m1hJ9W01cVIEULYPMq2V1pIwdNjYFly2fcgzp2IGkUuQzvj2Qiz4VDZZN0vUgBzrzMlunsyGjBJbH/6u1w55w0tX+OITPT50V5tH97dZ6jXoSI++5+ApgScFvsT2cEqDI7K4Jp1CINKy33UYfE39yjiTZ0CmKkVy3Z29pwT+jDwpvHFXwnNHHP7LB+6feOObvJv3XnH5nXyN4UFfE+DHjp/zdTz6XRM/2Zxq9ZH5YEdSYGdALbO3GGPvsX+js7uyBPDSHV89a2VpYigX6FtZolPNre00LJngZW6GjFjoxdz7mMNn72/xyfsmmO82EbUabsul7cCEazt56i6p7IC6J9KnTEtOU93tCfyMvTOAOzGeF1PzQoyJ+NLjPifP15mdFrhSpzpWFI2+JbYzlXJTxTBw2blR8NobBnziqyH9yGUYCWquwYstiweRKa1SKverEbIiU+xTFo0K2vrtdT/gXbcP+Zablvirr/S44/4G9z7dYr7TYCg8hp6D4yocIXClwJUSV5hUahkUoiQNq/bh2MfLSTC76bJXg8gBnteskBZtpQBPMnAbSCgYHAyOgL4RPHTwWPP73/2y322Jo/uA4V8L4H/y6Wfx1Cq37DrB5bsEo4GbF79XWbgMalkFvB77d2Typgz0ctxsP0h5GRQlYNsSACtJRApwx0nwnIhaLWIUJBw8CyfOKf788xPc+Wib+ZUmuDWctktDSVquoeVo6q6h7kLNteCuuXYmoS0zlaWnSH9uUpDrHOSea9vTjp7TPHPcB9dNl3lTStGLCgrK7JXXTyd2nPPVuwOu3NbnwNkGw5qgEQv8yBAoUmtPp+yduSmZBVloldxnT61IrVU6fcBlFLrU6wHf98aAt9yyyuce6/MXX2hw4lyNA2cbhKs+se8wchykkjadDzjpa8bkuXShCP7XMHnZTUGUGNriICkDuqTBtTEYstZDU7xqTWQMo2GC2naaWe+Jycn293730qr5g5nJsbvs6wF8dfWYCMPBP/r83b81+8BzEscLuenSwDKSI9GxJAzTLnZkFdDlr81agFPqeDf5/xWnRojiVWTdJhlrC53u8pDg+3aSapwkXFiCz3/Z4eiZOvc8XOfsSp2j55rg+6iGQ81RNB1D09HWRXDt4Pyaa8e1WRBnT5k+VQpwUs2dgttN8F3L3vbGCjm+APtPNHBl1R7MJQpFPXjhJmR5grSvMXa5cueQyzYMePZYzCB2aUWCwAEvtjMBVQngUgqElBUmz5iy8JdFHsxmfZRR4hK4Hu16yPe8PuCV13Q5u9LlS494HDvt87nHG5xbqpEMXbR0iDyFkNKuFGlXviTNeEIuWyqzb0osnsmMsr62rzofJ5cD2WSjn3XxjOxTuDFSJbzsqiGvvK7HH33q4OQP/v3uT7lu8P6xP/v1Af5rv/8VEh1/51NPD5tPHdrAH98Zcc0lI15945Ard8dsnoq4dFeAMpI4lPmYXl0e24DMg8kM5OSv2V8qB5ZZIseMMXdJiqgE10+IEsOx04Jnjik+/3CDZ497PH+8TjfwCUIfXA/VdvGVoKGg4WjqJR/Yd7I6jaxs1taF+6ks8TyF58n0BjCF9nYTm1l0rc6veRFGh1xclgTGx3EknrRLaWazjRF4DvLEVPsdw9hF4DA3HSLViH7kMnCEdTqiomDMJtnKmcey0S5LZa2yYPLSYCQ3Ufn4iUHgsWkqZMfGiBsvCRiGQ77/eIdnT3h8/qEazxyvcexUjShW4CuMVCAkiSxlg3L6fgGtUs5w5YxWZuiso18XPqKxDbiOSdizO2TrVMQVu0NuuzHgmt0Jk03B00f3443+BBW+sBBZ9yd/+Ym7OL/YVX/5+efE/c/P0AsSzi4FPHs84HMPh0y4ETu2hlx9RcAbXhJw+w0hGFvjUG+CMemHTiRxbGWLXa5kweCsPRnWU7fzS1zHgNAIaYhCw2BkGf3EGcmf3e0ziBRPPl/jyGmfxb5HkHjgeKBcVFvhSUFdQUMZago7zkylhUfKsrbnCpv0KIPblXipLPE98D1S18SmzF1H47lxmhGNqNdC5lcSPv9gi07PZ2pC4KRefFb0JdZZPTOyygNCLQkCxeyM4g23jPjco0NOdZoMXWlligNubHCjzLNOPXaZWLuQ8qwTmf8NbZzS37BA9xJF4ihiNx37ELnWSnUjml7EK6+Oedm+gLe9esSh05Kn9rsMQ8WffL7B8QsuCMlg6JCEKivftOP48httnQi0kpbW+XsRa4ROJYk21Js2ISfQvOaGgNe/JOCqy0N2bk1oO4KZpiJJPEahz02XeQxWz4nIuVU99+QX4quuf903BnBtYMN06z2eHlw77YMWHsPYQWuXhWHEQi/i+HLMg88lfPQLEbNTMUZrbtgb8q7XjWzJYwJzEwnXXx3SrBUrj6jUk1TPQjacpzMQPPW0w1JXUq9JHt7v8umv1BhFilGkOH/BQwuHyLho4YLjIHwHR0o8JahJQy0Ftq8MvjK2BtxJPV+nYG4v68vMwa3SHk2Rs7fnajwvK9BKcvb2vAilQr78hOITX22hPMfabRX9/cIMnnnhRTe6YjRyecutQz75QJc/+dIE/bhGM9XhbqbDI/IyiaxbSAiZA8z+KVnS+iWA63RGiWOZ3HUUsePgxIkFukpQyg7Sn6rF3Hp5zC2XRxgR8I7bB4wiO87tU1/xeWS/R90XLHYVTz3r0R3IVCWJda9wkQSwsqRZM1x/XcDsZGILsBLDu1434rrLIowWbJjUTE2CQmJwSWKH3tBNx8L59AY1Vvrm2qktk+8RmB/7hhj89IVVtm2caP/S73z88hNLsTLG0FAGjSRMfLRwwLhoHRPomAsdnwurdibJoVOaT3/ZLi9GGyamEm6+JqRVtyWU66Yny7d56jqs9hWPPuPR7SikI+1MFONYZhKOLTOTDkgHKSWuFBbM0uBLjSctEDxlh31mM/osyEXR8ODYRoCs8bgMbsvwaVmtmzF4UnrG+E6EMSFnFz3CoIY/IfHStLcS5D5ynsUU+fWtWKh5d7pWhJHLVEuxfTbEEyOGsc8wFtQdOwQzqyHJElpKlstbZf637N+QqWWri+yp1vmwnUwaxXGS5g1Uuv9RTBQnqMjmEhyVIGXMtlmdrhiafTtGhGaIdDSdjuDRZxxWBxKVK5ZqUF0mc4xtfmjWDC+7NmJiUmMSK2PrUqBEZjV7JLG98e1eSnY2Sxw7xLGDRDPTXlazk+cun9357rYxC10h5r42wBcWFumsrv7Gg08cu/3swpCmJ/GlPcyREATaIdYKI10wSVpIkACa2Gg6OtVT0tBdMZz/ctkZXQ/gZf2WXhwh0NmWC6Q1p0IVQY6UqZWVgTpNO0vSjVsz37j06qSd9Ip06z1ycNu2LoWXgttzyEtMLYOnLO5ovDQ76roRvh9xelHzR59rguPZ6VyylOCpgK9KZBm7ZkNCLdjshQwjl3e/Ychf3Tvk+Yst+olLI7ab0toqQFN04qgsJ1AO9rLSxUwKyVKBV/bUeS2M4yjcxM5LcVOgK1kkzWzdePpe6HRwUIIjDMIkzDY0f+cVGkRS1CaJbP8Ms/Z655AQGO2g48yEkMSRJDLZmApZvGpFoovBQ0mS4kAtQ/js7aP+8d/AxP/g6zL4X336i0gpvNHSPFO+lViJSWeLCPAEjKQg0gptFFqmQ+WzwECVI2FD4paBbcY+b+nKC0FmOpWDFyFl3oKmBLjCppV9YasFXWm/diRpTUXaPZ4VEjmU5qCQ7sxWdNUXAJe5bPE9k7e0eZ4uDc6JcVP29pwIKUNOXhAsdGsIx8GXVORJnp4vWWgVR6FUeFYEgnbG30w7YOemIQcuBAwTh1ECfiJwE4Mbpzo8JneWitOoKp0KWUxnJ+2aonQ5l0YaJ9EkSqKcbPtylRarJel+ScVTSI1KQS6yv40es3KLIrzMAStu7rzY2b7mjtp4HkWmlrTClOzObNVJtEIbQRjWWT09hIUv2d17vx7Av/L0KYQQdPpDGp5BY0+KEgKVmv6ehlDYaaSREcTpAWWWj0mXoQpzv5A6EcIuq9lSnltQmedqbyxXGFyRgjaVANn7/Hsp2ReloOQNtp4SFuwVcEv76mVAz4LPFNxZ94+jc4niOlafel5ETMQdD9S5uFDHnVB45RqOsoPCmCKtFB+JsSBQMQrsBNs3v7zPA0+P6MY1Bo5DPdaEaTpdyaIgKis4E0JTdA5lgWYpS2hA63SmiiFtQhE4WqRDmmS6i52t5YlToBfJNJ0n2KTUpcSbriThCmu35JG9QKBdKdPIZBtZ7ZLMnaBy0konthQhO2+GAW78/LrwqgD8wx+7m4lW7RW//xf33XQxSfAda7rHGdgkOBpiYTstEmOIjR2lptOsk87qD0oZq3VxnT2zZIEAlb0K2x2UWW0qTRnb+SaFxs0m1NpXkY9CKAM7n4OisP2I6wE8Czgz3e1kssSkertaS+65EZ4bcqGjefxIHRwPJ5UnTqlAKcv2iTGE2+W4VHWX96XK3BOPIpcbLg2YmRzSWWkwiBUNBW5sP4ud7WhQURngaUdV/ofkWKWmSPsmU3AoTaIFrhYkSpIoTaIEcQrycvFaVg4hM5BnoC5NyBJYVi9KmnOeXlu7ki/oVYAXxysqScUqwEW6g4cdLecojePWb2rMvvkVR/e/8f49+16/PsCliAnD4O9sm9LXL/khCQ5RbJBaIBNDYgRJCsDE2K9dA1qaUhZKlLJXBYeXgT0OcJH1cZaYO+vKVyWQZ4zlZLURaQ14Vuppm4uzThUrS1TevVIAO2u+teydam6HXG9nlqBl7ALcbl6dGCGI+MxXfB54toX0HTwp7PztvIKwaKMrKv7Gs5nlmvnsIlqtORy53HLVkG99ZY/f/0yLMPHpJ5JaYghi8rnqRdWfTuWcHruhXojJQTsybQQWObgTJVFKW0aXMh0toUulyOUaIFOAfB0GL2STGQNA6qOVlUsJ2NnxFv0DMrdSs9d8yGes6A8N3rB5/fb66O8kib5/XQYfds9Qazbf8MB9X/77jl6mVXcYRukPE4NAII3J6yvUWFdGXlRTel1j9I+DPAV3BgBZAoWkqHkojzbImNtuQZJ9Tcrg5G1YFRZPu2FcVQW3Hacwxtxpz6aXtre5TtZwEJeeESERf/GlNonxUXn2shxgFn2NmbNR0eCMteulzGRn+ymSxEHg8q7XDPjjOwJWdcQwqTFMBG5MzuJSGmQs8qIzaxeOa1FZsiZFCeSCxDFFz6zSJI5BaStXEmVQia1gtNljmZcmFxZlubqzKGPOm1JKQH/h9bxUbJcCfLwSNZMj2hRDP6NEpSPrJMfOrbIc9f7+K1912z0Hj5793OV7tlYB3huNMFJeem5hec+p8ysYarkNpVO0Cm0vkjQGLYpSx0rFWOZzsk48SRpvlOLKTJ7kQB8rz8y1+JjmzEBfnu2hlCi0eFpxVxl2kwLbUaJwUnI70Hbc28ZkkzJ3EWA6Jfb23ZDHj0gOn6thlIuSEk9qnPE6jZIAH3dRsmfe8aRFya+2II9ilz1bIq68pM9XD9WJlMcwFtQkuInBiUUq39IunDjV4UgrF8YAVKnPz6VR1vCbuSu23iXJZren0q8Ad1YLZNIygYzJyVcPUQI3opiYRQXs1dORNazm2W4D5aI9e5yydH4ESTq51o7gW8JxV/ZoPbpUiPBzaxj8+cMdmo2Qpw5ELKwImvViHx0l06OQlsmLckYY7+Co3JFr79ESc5fel4FeArcSxTHkW3rnkkXY7nlRgNsGmSLvFndycMsKwMvDf2y3PTmw82xlztwJnmMTO7YrKMIQ8dEvNVhaqiN8x/ru5ZtwvAalvHSVS0V1lVUr3rRWRJHD7LTkna/t8fiRNkFSY6A86onV4lk5q5Kk4M7WCp164qWsIbKiea0EMKUbrDzJV6J0tiKZ/L0FuEw/p87b5rIufyFk0RxRAXlRNJefClFl82ptklgbOxhKwWYqV9LvCwybpw07Nw6py2U8tyguzAF+x6fvQCrJ0tIqs5MuYWzPTQYwUpALYZDpBVEvIElM6f/L17bC5Ou9lgFdZvHKeLGCsWWZwZUosXgmVyTKqQLcc9IBQG62dWCa4XQMbp6K1+n7pPJ0lO3cef4kfOTuFoH0UFKl2cvqjTiewVx7u2cXljEdnl7ERBEnDn7i8M7Xj/jgnQOePlYnUi4DKfESnbpHNj4qzpOx7WWivIbq9G/JNYAxpgC3k1uIduqvSksCVGKKYZ35XBaR39DxmB4v6oiqnUBVgFcxUh59XZRzZOUqpV7erIm9pB7iRDAY1Xnm2dMcOvopTMkudOwvPwnsaNx9x3t3P/XMKqORYmFV505fdoAqIyFhkGa9g+IFH+WlqXJnj7H3+hJF5MAZH4csS4ydBZnZ1CbHyTZ5TbW3GgN3lr53s8ZkbWeG5C1iWU9nnD4jlBty+KxDL/RAOak8MWPlseM3bhXh1YFGY1542o1TJH4cmq7g8q0jnj4ckmifofaoJbZm20k1uBJ2I1ebWMpWS00WZBZMLooMZ5qycPLBpilxaUhSx0ylu1NIXUwIyKZrJVl3f24AFMGlkLbyqGhWrmrx9aRKudY2A3kG/ozRy729UJzvTl9y/HzM5NzU7p//Jz/cePC6Hxzcet0GC/BjR0/jekuvn55xfibmIvPdOv2hBVEO8tIFK9jH5AHxGnybMVCX2Lvy+2QVCAWwiz5GVWJFVRmqmYGcokZalUCdv0+TPIrUC7fgtgAuhgK5ZXlSZm+V9nV6Ics9zX/5yxZLwxrCd608kaayqhSDc9avyKgAnfSCZU3aOYNbRyWOHdoNh5/8th5ffLzNUuARSoehlHhpD2Ux8iFl8KziJ9XFWRmtQafg1qWS5qKrxkkH72RBegZ2JUXK4FYSJbmLQi5TCh1etBMWMiULPLPzUXzflLBRPi/j56nM8gUm7SrTakRsmI15+sQSl2zc9zPPHnjmfuLhX+UM/mefeZ667/Pk/pN8+eGQmqozVbPWWVkjrwHy12BsQ/UCVwA+xm6FiyIKkMtxiVIdTJMDWwqkKsaPqRKoHSlxUkni5ADPNLfOg0rX0Tm4XServ6iyt6siPC/kz7/k8tzROkgXKSV+VhpbsjbzPeLTD/mC1YQlNs93qijJlFjblrM4drl6z4C3vrLLB++soR2fofTwpciTPkoKojygW8vkoszk4xMQMqArUMauCtpYpyyb7WhZXVCMlShm0RSTaW0fp5BVgGeOWJnYqAB+PfSMAa4Uv2QYsjixJcwbZgbs2jKP13wKP45w1Ygc4OgJJB5xMIkOmvhtgUDbO3h8qTV8jQMrPUThmBSgFvmHtFtniHXZuwgsRcHmOUN+PYDLAuCqVEPtpHUpLrkUcVXhlril4UCF5rbs7Tp2atVKR/OpL7dY7PhQS90TUQrGXkCiZJ9z/Pqta9tllmGasbNuisNUW/F3bx/wyQdGLPV9QuUwTGRqT4rUvRFFM7Ys2DIDtsnGWxvQOZsXbpiTOSsqfZ8OTdXp+OvsvJdBLqQodd9nQzxT3S2r+rsMblveW4ZLGSxr/eW8a8iUXbfCoYljl5qaplGbo+7PoHUK8JMnjjI9PbXr0Ucf/amDz86zbcZmKNcL9srDX7LpoxVAl/FdDq7WY+7sA+a/X3xNiSIqwK7O/i53uNjh7lTBne1skDG3KjH3GgbPxk0UIyccZTOXx08IDp2sofER0smbc4vqwfL5EiVXozgh5VqUgslLmbt8eLws2s0SB4zDFTtD9mwesXSgjkk8y+KJlSlOycUpgrtyoVdWIyQLC9ekbG4Kn1xLkVuH5dhGaXvTaEmqvVPykwUZ5eDWwupvmRFYsUeRoHB7CrvYVMqoxTpLXgV7ZVwZm6gKI4duv81Tx3ps39P+qSuvfvWTR44cOeFMtQKa/mDTzMTgDZ3+GYZRm5pbZaNir3NRZeZ1HIJ1gc3amyNre0KUbyAxJk9EyZkQFMFmAWjL4KSjgMs+ePmZbmmtyuAugTzdr95NS0Mz9lbp144ToVTEHV9tcXixDl4hT9ySdblWco2dnPGFOGfPcsBZWGFlLR6GDpfMhrz5lgGPPN8A7RInVou7SZrdTapSKQdWeY1PA087Vq3wmPP3Mn2f5j+0zJ723CfpiiEzoOtshTU5MVWkCoX0pAJ0e9NlRFmVs6YAf4ajVD7k5zZdoTSghSWGdjNi6chR3JVb3jC9GG8aDJMTztFzMbNTEQ/sj7n7aZipCxpeETSVdyeoBIZlxh4H8hhbZ+JkfXdB5C7KeICWAVqsA+yczZUoNeGWwJ3OJyy27WAtsJ1iQFA+4s3RKchjK09URL0R8tWDir/6cpPhyIOGgyMFrqhKk/Hjr56DdQDOmP4eswzLvngUO0y0HN5224g7Hxjw8EEP03QZJj6eIL/RVP73Cx1cDecsyMt5Cht8pjeYsmyeSKvHdYm1s6BeyyyoFCX9LUqBbkpS2rJh3oFfklCpWB0LPovVfbxQaxw7xbiRFB/axg6337TM5NYVWtMDkriPs9Kxd1a/79BSPhO1DBTFBxqvqVjX4x3T2FA9qOrXosp2JTlSfp9LEVGAWqrS7g1KpLUpBbgLkGdlswbHKUYoO+kmTI6qAt3N2do+lbIBpueFRGHCnQ82eP5UA1wXIVUKqnRuSCm4FHLsYlQuXIHsnLVJp7KWMpm6XA9dsgvD0GHfjpg3vrzPUyfqBLFHIl2GWuEljB1L5oUzxuD21YwdCyq72TRaCVRmzUmBUSBNocfzFVWC1KVZhpoSe6/taFpDbmRSzqwhgkKvr2NICOsgGpMOB00/VW/oUXNn8VWNmqtJEDhfvPtOXFcxv9jh0k2KNFlaAlcp6Kswk6gCuczk4+y93kFWQF5m7exvlwPMYgeCQpqUrMKcsTOAF5NTc4mSMrdlbJMztZO/Fu/dNLh0VITvhTx7UvC5BxoMhh40XaTIKgfLq5xZN2bJ9WZJzGW1KBZdxWTd8fLZooJO5d0+rVbIG28N+OS9I5465oPjMdISL9XiSoNKMqClx5AU8oCkDPYC2MZYUsuli7Rsnq0qWZCvjQW71EWiTeiym5KuumWwZ7GWrMYFa7Ey9v11fpZ9JiOtNJHGYNLUfRApFqNpTi4eBHUBTIwzClaIY4nRAa263Vu8bPHlAxjHgLn+AYgKY1VYe8wxAbEGCLkcEVlQOc7gVm+Xs5lKpRWGKttGJQN6iblVibkzcKdPN5tCmxb4Oyq2TyfCdSNik/CZ++vc92wdag5I29Dslkp4K6Wx5WclIlpHopTqwnPbLmsuTx2VRMsK0IORy6uvHvDmVwx47mSNOHYxQjEUDm5CfkwiKVi8OIT1mbz4+walMua2bG6/thIg0+G5358xekZKGahzzBSrP8JWpa7FRdVRKTBiCnIsYU1nRJhl2aU9V6TUPAoEq4MOYdJHCoPz8OEYg8QjoSmtnZY9yu7GGhZeB+hVLbWWuavfF6UlXVROiBgHdkWqlNP0pacaA7cqPZ1iE9QM0G4J1JlzYh0T+6pUhOdGPHlC8pEvtQAPpIsQKu8iUulGquVVrrwilZTmGMAK/VjR4bqkwY1AJ7Z1z06hVXn63hiHd71myOcfHPHoUTtJINKKQSLSgq8UdIkpgrPKGlIcizHGsngJ6NlPVQp6LdP9fLKgWJcyyyb9W6YUN+kCpEXwXZrwleprsQ6+KH3/hW4EKQqgC211fSbElDRcuXtAq6VJEnBma7YCTScGk9hUd0VXl0Aq1/zRInjIACwr/13pJqD4kJQ/cOVDpiydabhM22XMIUpFV9lr2ppWbDZld3YoBuAX4K6wduk1a6zNpIpSMa4bEyUx9zxc55kjdXBdkDa49IQpTY4tB1Zjq1IFUFVomdKbvAGiUlRUCjYTiVapo5I4BKHLVXtGvPpmy+LDxLJ4IDxGGpwkC+bSOpVSMFdIFHsA5dF5ZetSSTDK1h0pg81+GoEwAiNAGlFIlZSoskC7uNkz+ZKej4ovPm48rAPsHEtV92U9bZ+dY4lmMKqTGAetDc6uTdbyGo4MK6uWLfJ/vkY7Z4FLmZ1FfndROvDiLhVjbC5KB1w6aCnG9ogZqz8R5Hvv5LsXZ823lYaHYusSpcbAXRqKn7snKkE5JYCnEsVzIg6fF3zozhZB5ELDTeUJeWuaKu8SXI5PKuLyBSSKqQK9LFPKmwNU27UyLe7Q9CXf+8YBn7mvycGz9uZLtGKQKFtlmKTJn9TXFUk6lmNsJckK48oAt3VG9oaTqUaX2mDSa2SksADXpVgpY/KSdCgDUKZsuzboNBUyHNfl4yAu2FuUznuxKkaxpBfUENIFDOozH/31jVMT7r87fuLsFcMgyYFd8Z8ryRVZ2ZlLSbFWSoz9fO2/Ke9hKVM3JB0LrGTF8ht/ZiMTyh53/uoUuts6KFVwl/fqKYqp0t0fnChvZnCdkESGfPDTDf74c5Pg+6BqKOXQUIa6Muk4CvIGZ7fUGldkUsuJKEkxGZZKgFrEEoXtmN20QpI2/ha9kEoahNFs3xRydlHy2DMesZAgFFoohLCltGtkYm6/lVaVUkFd/rUpiZoU7MXNQOH8wJiGL02ELcUX5R7U/FkqFc7nV451gxW/Z2wM4DrFatkzTiTzK5qJDVdt2rz7pi84v/uJI5PzF5fe9PyRHjMtN28Ty9iUknaq6kvWXVLW6qcSo+eypCxJyho8XerKrF2pAzcV7S1zMBSSRJW0t8p3eihtRKXMmCTJKgUz9o5wnYhD5yQf/mIDO3/FsnfeuZ/9fUFlvLAsnweqLFQYuGv1ty24KteGFHMFLQDSrKaR6ESRqFSLJw7f8doBn7inwf4zLsgQIySjxMUhrRfJznWSwjPJEj8ZVEvSKW04MHYCTX5sMgWPNNiuLiNy3W27vNIm4TTwzByOCnuPvUeMy9m10qVgcrOOksh+l6GcEPQ9w97ty1x95bE3TU2vTDpHz0uW5gULK5qWb6h5VTZeV3vncqS0tJT1eL7MrG8Frg0q1+q3Sg14mkwo7yNTaPBiq8BsZzU1Bm47kVWnr9YOVEqjMr9bxSgZo1J5kqiYT9/fZP/hQntLIa33nXfQsO4FXKMRSz5tWYMX76sNyBVPvDSRytHC1qbIIoUfRg77Lg14yyv6HP2wT5goEA6JcBgKgZOk9h1ZoJs5KqLCx3kIbDJdLlDGpOWqVpoYY1Itnj6FKVL8wvblSiPQmUwpWcxaVINDSH9eJgCq53A8dhNlsOeytjAkkPZz+q5mbipmtp3QbsQ4OyYktUCwUisvl5nfvN5dtdbuK+vrNQdV/jeiuGGKAyyBZJy5x1g7+zpj7QzsGXPnQFdlJi90t8qCyGyLE6lxZDE0X6kE1404dl7xXz/eZiRdsglaRdd8eo7KNdBlnVj2u77Go7p8i7z0uDxXvQg0iy6WYj6IQ5y4+EnMP3h7n7+8p8HRcw6oCLRDJFyGQqCSgulkOdgcA3nmzRvAyW649HvS2HOesbk0mSeuK2yuhb2htBQIU6we40AXNixAj+vs9Rg9/Z7Mb4LS70htSaXsORTCbjbc7fssrE4QmCmcuTYQCGYm7BxAV2UZwpKMKEmMaiCwFtDj0mTN+3FfvfS+DGwxxtpZIqUKbl1IFFllcKfib6dgrvjdpae0LO46Id1Q8/ufbHN23gflpNagTOWJqfje+ft1AqJx5nlBoK/RmqYom82tw2xwj6xOwZKKJHbYOhfwI2/t8Wsf8uhENiAwRhJoZW3DpCh0IhEUCrsAefH/9icqvQuNSTu3UlbP2NwYK4FyBjf2OpkUvEKk70XJ0qtcd/HCoB4HPCXmX+ccawOJMGlyTBGGHpMrNUJdw5mdcCB22TDt4SiHSkFM5SDKW1eMZzHH7cDqv8/9T8mYnh8r6MrBX2btYkprXtif+s8FoEtM7uiU0XUuTawc0WukilJx/uqoCMeP+NhnfN770TaBdq08ESqXJ3lT8ZglVtHd+fkow3p9iJdnIxVWYRn0WcreoLXOs5t5Cl/brcBrTsyPvaPPoZMe7/+01eKgSIRkpG3AKRNyBi8KsLKLVaTuy3alBXchWYxJ2VxklYcZmxtrH+aJn1SXy+JvZa7HuDYvE2IVP+vEMawFftmSjGIYhRBFitaSItQKZ/OcwBWC81MOQaRIdFaYXujuMpDH0/FlBi8fwPqMVn1WCnNKy33B5CVwZ1t0l7cMVGXXQZekSgbiEpPLojqw+hqnvnfE8gr85RcbrAQZuC3AXWm1tyOq8mTcbRKCSmNIDusSvstaO5cq6Q8qVX3jWy/qsTpxKVFaobVDnDhMeAlvf92AT9zfYKmnQEagFRFWj2dVhjngKrfaCzO5zQMVSaGsPiULNo2037PsbYGus5vfrONZrwN2hC2vrWBpHSCP44t1XhMNqx1NczFhmGgc1x3huqEFhpFIkxXoFB86l2wZyMu/ePyPjy87L8DYVfZeB9iiKk1kHliWGwyqQWU2nKYAd1Jh7YK5M9Yu2NttxHzmyzUefqaOLmlv29SQyZNqvUm5Mq7CPII1LLQ+iafsmfvghUQZb4Yo7zmaGIkyhS8eJy6OjnnZ1SHf+tIBf3SHByoEITHCDkxVQqQ9taZESKXrW9bkJR9cZT0SmQ7PamdkqVBM2hkv5YpKk/YUGMFashvDBcKkerwkpSpmRQl7Y+RRXigFWeOIJtYRiQ5wnjsGK8uG+eWEybYNMAvwjv3X5V88fneJ6h8tf2+9u7iS8ZJVwFTZ2+QWYb5RaQngUhmcdMSYlCbfYtzq6gzcSeGYSF3sxiate+K7EUdPST70mRYXep7d71raQe9KUOzYMBYvrL1oogL4cfYef1QSPSVmX7MdYzbhqdJ1b/fPsa92+5ONzYTv+9Y+9z/jc/SiBBEBCo1kJGRpEykbnGWgzm3M8g1X5vM8m5lehzKbl8GcFWOVrDs9VhteTfSVd1Eut9iVKiErkrjwn9Y7v1muZW5accUuweyswJG4SOGilJ0XUsx3/trB0TiLlwOFdYMGTBFgUujuXHNn/64E6NweVBngx0Cez8gef5/kQyMzFndkSXfLBCe1BT0vIkg0v/fnbe57vG6LcaRjtbeUtmtHFPNX8mPNVpaxlWucycvXoXw+12YwC9ei2OO9XD5bLqO17Wb5WOFEE0sHFTu8+saQH31Xl1/8PY8gljYDpSVx6qrYGm1KgCnAZA/MtqRROj77tSjFBml3vcnsQSvRshsgY22T3vRWupTwkGV/14ndLH6yGpri6+I8itKtN45HO0bDkYI49onjGs6mWUVNKQYrEs8tzv44u6z5ZWOsvq5Gyu5QWWXywqAv69hiiEwZ+FaW6ILNx54ytweLCaiV4FIWssRJZ1znwaWMcb2YLz3q8on7GgShC3Un1945e2cBbkWerMPcYuycQHER16HvcmFTMbqsDG4wqsj2lWvFEy2R2kqVDOhx7FBvxLz91UPuvm/I5x9V1jZEgpBEwmGYXQdAmLS1rCRX7G4zVU1un6W6FJkeZ9oUkX8t0tJasQ7Qy+xtqDD4OCFmYM3hLMZOXPmrzLtP34cIuv2YC4uaGIOzYUrji4T+dEJiFFEi0El1g84XvGWyg6NghPWA/kLyxILfrA0q0w1flai6JjLfTz11UfLkTgZkXWLuEtBLw9xz7S3tlNjVvuEz9zc4eL5mpYmwJbEi096C0gQpswbc+U2bf+YyoL/eGph54SK35KrPYue6tcOBihoVKRVSJ0jtEAUOezdFfOsr+zy836MTpulXbfV4iCLbB6IK7pIGT4/dYJM7+Q0pLZByUGMDS4mVKlrY3zkOdJ1Lo3LdyVj+oAzuHFeG9dmhONQsDrBbMhrixDAYRiysRAgnxpmZCPBEQG86pDdUDANFJGzjq05P+tdk8RLI84MU4xZQNdVaCdAqQaZZo7/LYM4YPpMkMh/MnoHcjIE73Zmg9JqB23ViNAl/eEed9368hRGO9b0r7E2hvSvW4FqgU7lIJZB/DfauVPIxrr+LCzfeylbsfKDRiURL64srqYkSF6k0P/a2AUfOubz3Ew5RXIBcIwiEROlskEQK7nJrWw5qYX1AIJ38ln470+H5vYlJb35S8EtRAF1g2b5Y6UzulRdZ8XIrWxYEF0jOvizPTMnkksnBDaNQs9BJWOwYVM3gzE2v0HBX6C4OiZIaUWKjeCEKBv+aW+uUgU3B0muclfRDSKDYjruQIpkmz6YmiXwUcaG9hVjrmMgM3GpcnlT3rFfp3jNWg0e4XsSRC5JP3NOk33ehrtayd17zXXJ2RJHgKevG8fcZyL8eh5tCA5TkQKbFRcU9MWnTQQ50WdriQ1otLqVDFCW0mjFvu23AnV+pc+R8mlSwA6pJhGBoedQeo07BbQqwmxzUqVtCmvzJrnXmpIjimLUgr2A0okputitonZqSClZEiSzNC5J3lSRMXrsTJ4YwMix04PSqIfQ1zsl5l86q4uS8zu/KvLUoqyLLvdq1f7HYk2XMRaFg8jzALDF6OZpfw9rpEBlVYvFsoqlSdvBjMZi9pL9L223IkiyRMnVMUiZ3nJgg0tz9UJMvPlG3E46kawE+xt65gyNENRimVPM8zuRjAebXe+Rsvk7lndbWhstkikm3IrG6WxcyRUsSIVGJRAtFFDi87vqQ171syOnPugTa6vC0EooYh5HAdtlQkgPWBsGk+RCVXVwKLGRGhEmZmbS8N3NSymO283OT2o7VJE+pzLjsnJTx9LXil1KQrrNRJ1KwfXPEvksTNmw0OPcduGz1xHF159Lp+b93016FSkVXBvLKirUOlY87BZl2KjR2BmxTYXJBVXeX59vlI3lzYGdAL8pGy86JlGv1dtkOzFLxUtpOHenF3Puox69/YILEOIVzIhVCSLsPkCjS8lUGLzs+67P3N5DELJBdIpDxlH1ZrmiyqVdpMZYoHJVck0vrjQvtEMcaz0v42R/ocvCMw72PSLQnyCdMCrvP0pBUE+fISZlcieq44NTdycb5SZl1/BTyRIoUL2nKXlMaJUGxUluurG7OVSVKe0OVfe/KaTPFCczfC3vjtRuK11/r87a3iDu3XNpcVbdcd2nfjXtHp1rOj0qR4LpZQ+9YjUiuP0XVTSi7C6U0bV4FmLsj5WRNZvON+dv57mHlAHIsmZPWeBe2oC5tt6FTra1LsiQpJXRsr+WZZcGvf2iC+59o2k15pJeWxLo4UlCX4EvSTa7M2trtyjM9X/mQnOowoqzmXaqxhumSri++Frl8K2zSakWl3VG7NPekJPeK3RYKnTs7E+M7hoef9lgdyrGlRuZTxEUJ6IVFN46ub2RZKhXjllYkoDKxvGqPikpMUmbmdVc0YwoCoPh3QgpqrkA5Mxw8qr/vK/ddOOhsnk0PSoNA4yhRudPW3j3rC/IKk49N91/zXppKoFlmbjEWYJb971xzZyxeAXbZSSkHlmkpbPo+8RI+9MkJ/urLTUxNgVAWncJBSFnptyz6G79Gx3z++TJtsu41X+OBm7Gvy4Cw76vd9uMdPjqdH2hS5jZGFzUqQiK1IhEOcpjw9tuHPH/M5Tfe5xD6cQFwITDaJSCtncmixqytTRT14YDV5DrNbqbsXgSZKWtnk4dTeVL1xAvrsDJ1y5THulXNiyr4qudrPPFjDAy1Zn45oDewO1c4l2wdIqQgCmO6vZg4UfmdtF7kut7XFYCPBV+UQCzKTFMKMMvMMw7sHNAi872Lrpby9nYZc+fvZZHUkXnNScLnH/H5wGebjJJ0Cr7IrME0aylMRXuvm5ovA50y4MfkSuUCrc8YJg3uMu95TUYTs6aE1shSZlOWnBWhbGGWTIuzpCbRDr6r+YE393nwKY/PP2HtwswbRwq0cQiSNOjMrbkiHZ8K7jSwzOxBgUotwTLIpchuhLTgqgLw0rnLak/ycyUqOHoB6b0uDlNlBMYQRJpuaDPXGI1zxe4zOEqz2nU5erJNbyiLUpuSU1O+V17IVcnrCCiRBGsBXrYERQXgpYBTpEkcUezspdbo8HVYvMzeMikCTCdiEMAv/8EEx876GKfYLbmivTOJVAH2GKBZB8z56Rq7Ql9DkJsxRqpmNMvFV2U9vrY2Rcu04lCWWVwhEo0QDjLUXLI14hd+qMOD/8ynN0o/jJb5cSXS7sVpnQF7EHarnwzsgE5BTYZ52/dp0uAyHXVoA86s+CrV4KZ0/sbrU+xpWqfzv4S/cYCb8jdKrD8I4PxSyCiJkAKcP/zSHgwCRwdMqSFTEyKVAmvvlsoFGQd56Y+UmXtcnpRnR5cLqTKgywqT60KiZH2JYh1wV1yT0u68qeftOBFxAr/zsRZPHKhZz1tmzF04J66oyhIlqqxdjkfGmTtNDVIeurk+B4m13yrJkKIBokhiWDCbtdWGwjJ4HnRqaUGeSLRIn0kqVbTmhisifvLbO/zHP58kTFKqhQyNJCgCXQo6JbiZhYgpJErKvia9gU3K2DmbS3tzmPRcFVgQOdvmPvg6q92YBb6WEMqEmx5eVl69dVbxd1/XYMtGjyAyOH/39d9Frd7g+JHneO7xO5metBOgpLR6rMwqFfFf+oPjRDVuAY1vY1HUcpQ3MFrrnhSbjr4Ae6dyRJZlSeWZBpa1hC885PP+j7XoDF3rAaaeN2mTrnVOiqxluZS3rMOL0WzrzCCshGUi/7oC6XVYew3eK0AvQF5l7WwqrEnBX5Yq1kZMpEIabetVYkW7pvnhdwx47Dmfu7+qoBFnwjm/cLGWjCicDFsxVdLi6dJukz3kQDdC5JlOowtZkj2r5JaeO1OcO1k+UaZ6zsbxVg5Q87Ot08VYJFx95au5/rqr6fX6OBumFH7NZTQrWZqNadUljrJn2O40W034lJfQqi9eTe7Y1xcGdjXqT52WEsDtltHrgFzonKUrzK0s0GWpSlDKGOnEHDjh8F8/0ubIkmfb4EVJe6cVg2466yR3NtYLKqHK3JSAXV5ugReg8MJSHqtFKVi8SKzkjRCsl8anAva8EMvofFNZkUkVYaxUiQx7pmP+wTt7nLjgcPiswDhlgSVAuiQpyBkDeSZfTLrzNSUmN6lkMSXGZgzgWZ24pKhHySR/5qNn+Bk/N+Wb3z6LsuLMzYwTwTCIWe4KhoFLf+TgNOoJjquZnQy4bMcqiBphnG20adIxvkUtRNY7+MIyxZQCzRLAy/aVWMvaQmRb01Wdk0KmVLeUHk/mZGyeNTZIGeP5MRc6gl9+X5tPfKmBcVWRjv8a7F3Ufa9NyZfBvV5Sp8zoFc1W+jeV07ZeKcQaMI/r8Ox6mDzDaTIdnjK4FNn7NPgUmjjRuNK6Kp1A8jO/pbi4KsCv0q3BITaSUUmDV0AuCrliJKhMnmScJ2x5rIFs7zKyIlWjU1VRjsnyXyuy+HbNoyrZytsfQpzY3baDWNAbGBZ7hjCBQQjSdcDz/AueH3yuPQVTE/NMTwzxvRjXSZ0JVbLpSi1bIgWkWMf5yJ+qqPgr77FYyI1MYxebi5YB/IJ24FimUsoEqeL0va01CdF8+oE6X3ikkdaaqBzYVfYudg0uzxtct5iqpBnzVrwSsMeZ+4X0ZPl7ZWYqUvbZnu1lkBfMnc8SQZR2HpOViVgm6+PMf2YrDoWRvP6lI97y8gGeSCCOQZeeJsFou037SEOgBZGGyAhibcEUa+smJtkemyYbdUH6PttUqwBi5eem9L3svzUm3Xm5XINj0hvXVLc7TOxrlMAoFsz3JWe6Ia25BpHhc55fv2CEQv3Kr/0O2668dvXoOWf1i0/o7z574RR7tym0domTLFFbWDiizM6V4Ku0R0u5WViU3JE1zQtFP2W1tqRU213yvOV6zF3qiM91txOTSM0n76vzb947wfHzftrEUCR0bM2JwJdQk3aQvZOOgctmixfJnGI0nD3+Yg5HPuVWgJSSfFsVUR3Sb8cbyGriJnPqxp/lgLZcg152oPKf24xfXuch119xsjtNCEAbptsJ+y6NOD2vOHzKsRPN8qElxR1rhLDdNgUKitR6KamT+Wfr5Lq/1r2d39xivZs8u6HH3+c3ESRGMIoE/cRw20vm+afv3sw1l078/zrLzzz0spe+3u7Rc/6cS63mcPRYiyPBJq7eIZhq2ghbSoMxGilk4dVmXmje3lYwl92EdPwmKDknZXswY31RlSbFfujVoLKY7FRl7gzY2avrJhxflLz/L5scPOJDS+VuSZ7YkTKXJnmfJdXa9BfsmK9YXFnNcjWgFOsyeeGirJfssaytxxI+Y8EmxddZ+l4KuwuwFCb3xkXK4kIUOlyKrCvfIQoMV1wS8wNv6/HIMx4nFjITu3RBUxkSS8HIYGtOskGX0qJNyVRTpDUzYG+gHCPpGbLvTS5VKi5KSYPnCiXT5plko5Am2WSsTHs70nDJnOH2K5rsnmtRq7toz26b6AC8+bYrqNXq7NqQcHj/Gbr9BN8NUVLnNSNgl4g8us70Un4FS3qbtcAWOXCqQWYGZJHVfMvie2XXxMqbMrjLoE9QwkoTx0lY7gn+8x+3uefJelElmAO7kCaeGG9HK7p0lCgz5trg8gWtwrUq5es+KjX3pSB+3XR2CjKdzgY0Iu2HrHjjEiEMiTAIba3LzDYUQtnbSGiSgeb2GwL+n3d3+bd/IFnJNgiWqR7X9r0xilgLRtkHT12VvOowdVCUpfq0OKzwx2V2X6d+eLmXVZY+ekXlieJcMHYuyn2qxkDdM0z5giMnptl35T6u3nYNw5H9MBJg547NXH/dvrs3tJd//epLXRp+XKqrLjKJ5d1zi+2aSxuB5myc/ryssTP9Lcpae8whUQVLl2WJlOPVgTrPUGbMnSV0RsLwex9v8r6PtehFaSFVBvBUd9vZfTYln42CyOdqUwVxxQfPmLp0JapgLlqtvlGkr7W+RAXg48t1NeEjqkmfkrNi9960SZ+svS0b4KlNNjjIoeXAj76jx4+9vUddx9hul0yLx6Aj0DHGlDS5GdPkxupwq89Lujx7b4qnNqQ7yRVbiBdN1mXwVr+f3QVZAizRIg0u7fv+SHN2UfHwUxd/fePWvXe32psLgG/dupUH7vo3g4Y7f3zTbMLs5JCJ5oi6H+GqBJlPQyovzePL9bgMGUuxl5/5vxkLGks3g1KFe1KVJak0qWQrY6SKwdU8f9Tlz+5u0I3SyZiUg0plAU4qTUpWYNHJXy2J/ZrZy5KLUpK5JV/8G0N60a42nm8QeV14btXmN0GpKTnv+pElsItScJl9rXLQay0xWhFHipZj+K7X99l3WYBMEjBJCu4U5CYBneQgDzSEKcjjMsiNHdof50FlMf6i7HoUgabIQV8GduWGri5u+RttIEygHwhWBpL5jmB1qDh4fOH4D/zkvxnMbdwElPaqv/y6b0WpBsvn7yLsHMD3JeDS6zcJY1WaAFqAO2fy7KJmDQ1j/nbFFiw3NKQaW4iyLCmBOr8JkhKTV9Pw2deOq3n6qMtP/voUzxz2Ma4sZEmmvVP29mThezsl9n7hnsv1JUklsSMofVVQ+zckV0z1bdUXH2dv6yxInSZX8mlY6S4Mwga42kirc43NZwidNh5kMkVYxwJhEKHh2ksj3vMzq/zor4h0HjqFx6dF/t6giBHpfrLpalPKZBaDYeyHsraglVVGFJJEQh68oosNY8vnIbMQTZk0hA2kSd2ThREgIkwS8Zrbb+B73/5quv0RH/yv/7IK8OXRFM1Gkzsf9/jCfQLfc3nLLRFXbjdEkSJK5JrMZXUXrKxbp1QVmFmJVOtOyil4q8vXBpWFpTgObp0HmErYhI7jJvSM4Hc/0eTJ530SNZbMkVnWUlppItJmBr4Ge2fHXgH62FiICtjXrnBfD+Hj7VdlhJtyn2bl+2VmH6sZNwKZTsLKNhMwqS+elc/mYM+Arg0JGkcYbtgX8BNv6/Oz/9GlF2NBrtO7O892WpBH2dVPvXILbpNtpJwHn1lm0yK46qdkgSYyDUNNGu+Vkj450NNzqdJfY5SVwrdes8Jbb10likKuu+46rrhskjBQ+d/IAT4I69QajSMn5jcffWT/ZXuScMTSErz7WxTturR+NkWgWM7aCV4Y3OMuiRgHeNk5KTO4qDonMqsWFClzi7RK0E0YaHj/J5p85AtNggzMssze1o+TKbhdYShPqFo3a/lCDkrxoUvuUcmCW/P4evJknL0z2jBrdLhOMVRmdLspVAH4zDmRKeCFEQgtEULbYNO2wKffMwhSNk8MnjC883UD9p90eP/HW/Qj7AnTGeWagn4zJs9Ann74MtBtUFkwexYgZzmlLKDXhrTNzWQNRfmJGZfD2XWq+4KtGwTf/Tqfq3ZPUqsrZrdOHG023CPGK/bhyaH+u//lP/DSm28/un1DfYMXr9w26ayyY0MD1/VxnVL7ERSdLLL8R0tW3wuAu2Do9epNvg64c6liNXfmd/cj+INPNfmV901wcdkrdee4lYIqkdqCftp/m0kUJbMUfeF7V+Yglm8AWd0LcnyLlWz7lWLTWpEzafl74ztXVM6jLH0vfz+2leM6Zce5s1MioPx743FTdo9mv4tsp2HDZDvhJVdGdAeS5466hHH5Py7dr2kAoot1PC9ZqEbfFeE29rMxEJejFrEW1FmOwXUEzZpg07SLEG2WVj0SuQfV2Pc7ixdP//7c1pvz31OpGWzUXdrN+h2bZ90n9+xosWXOoeZBZbpSXkaWHZQpae5iaV/rb+u1VYNlq68SUJaCyZS5ZQXcaTq+Zvire+v86vvaXFhx7ZAbOZatTKVJZgs6wqwZYJ9P1spW0vWYu+RzV9LxpYtXabH67/EKSxlN1kiS4nyPa/FirETmLmQZzPGUvkjdlFJHfp7ltK5K9j4KFJunEv75D3f4e7cNIEjy7KZ1WNIgNHdc0sAzfYZaEJmxbGdpBF0xOZdK8GlKged4gFm+L0SJBEah5szFhFMXa1xc8p90nMYd2niVU6vKX3z4Tz/EG26//NRUy9zcrMU3tuoJzbrGc7MB81Dun1xTQjrmnlTAPdaZUzB5prWzwLIM7sxNKdd2p9ZgTXPkrMOvvX+CJ/bXwM88brdg8KxLPg0sre9dylbmUiXdMkRQajIuPle+40WZeStfF0wucmZPN9N6AQavzELPLtrYODshxNpx05Lchl2zffgYo5cDt8rPx5i8AFDa+KsNExOaes3w4NMuyyvpSVqPdjORKsaYHHv8lT/wDTB5RhTjRFOM+BN5PkprQxBqRpGiF6jPPPbU8d/5ju/8/srvdBh7XHvlBoSQnD/bZTQIkVKUDmosSBhfSiq9gusHlLnOFtVgsmwHSqkRYhzccfpvYpSnOXrO4V++Z5IvPVaDmixYe0x3k3neIt2NrcTWFfdk/GSOndjMIFivkrDsEYryc0y7Z5m5cZckXwuzKQalZ/51uXQ5DS6t/k4HVxq7MdR6RVkiq10RMk8SCS2L1dcYtFb2OFO3JRnFvPYlI37pJzv84d8t2gAALmpJREFUi/dMcOw8NuhMHRSguv5rRSIEocyOWaRmdmqF5O5KCUe6FHiKwjHJO4TSzzt+I2RWYxAZjEmYpMH23VvQWjP+WAPwy658HUI6Icky/eWLaOMwDBzC2BbFV3oyc1YodF+l+3w8mFwP3JVqwSQNhtYDd1pn4mpOzDv8q/86wUfubhCKzO8upeJLtmA5sCwndca7i9bWbhSvOWGJKnDLRFRhw/Ue5R+OFWfkF7L0WpYllWQPVQRkEsYYk4JY5C6K3dXMAt+CWqTuSXaDZI5KBnIbdNrjNdQcw7u+ZUCi4V/8ziQnF0SBmPVAjiLRFuQmA7BIo8YXagNLQS5MbsikQM/KAorTkd8eGoLEMAwFYQR7Lt3Eu77tDWEcxfzCP/06APcbc7h+659t3zF3Zdju3t7paU6c3UgUS5Qkn5Uy7m+XW89ynV3+Wn59cBfMnbokolpv4jiakwsOP/vbE3zs8w1CmW69VmocrnreKbhfYHjPmqpBCrBLMcbElIm6cE3yL6v/4H/okVuBpthaJANIpSa/lNkTaxwVKixO5qjk7E36mzM3Jf9LIAxCK6LY4KqE73rDEEfBz/32JCcXvELYZs0S64C8+F5KihlbGwpbkOL35LgqDJi1WjyVJ0pBmAjOLof4vsfWXTu/fNkl2/9Zp9Nbcy7XALxWa/PZL368a5g4eO99069yoqHaPO3RbkrqXoL0sr9V2H7Fsl4AOC+jXdOlMw5u65BUmTvT40nB4k7CuWXFP/+dDNxOAW7hrGFuhCgFllR3AMaUgG2qIB93HMZYez22Lt6bavLnvxvZaxmcMQa3zoVJWTklSFOtkxalVH7G4iIbGpTua2PBbocIZZYhxjIpWlr7EEMMOCS881uGxIngZ357kvPLWJDn9iElsQ+YFOSZrsvAXWLrpJQMwoDIfpZuYGUrB9O9fkxxzpWCmifYMK142bUh2zZHyY0vEQe/+tDHu7fe8m1fH+AAUSJYXBz85Llz22+Ohgs3uNLh/2vvy+PkuOo7v++9uvqa7rkPzWik0WXrsPF9H/h2YhInOIbNcuTDrhMgkACJCeTYOCaAIQmGhCWBXYPBubyxDWsDWWMuG+HbEONDtizZOi2NNDOae7rreC9/vPeqXlXXzEiyZNmw7/NpdXdVdaun+lu//v6+v8t1BFxbO1FGGqx5U5U42e0sw7PzihgSy51xKkkIyiJEFvC/7ynhju8U4evc1SZKkqYmjopUWgrIeRHLFHBpvrxmzh9KBXcyoDf5zKEY8mz/x3SourmiBxkrLvv/mZmGKtopsoqKsvRaA49BDqVx68JfVQUk1IzvSIL8Ny6bxeZtFj71lQpCQDUHyoCc69PAJIh1lgeXRRAm744b/GSOIerCBZRFF4YETwDHImhtsbCit4rVQ61PWZh7L2GF3HNL8za+6ZJfBZ9j0dmnDom+LgcFVw0vNRpc6sY0JFN5kyozM6p1SA64aQ7n1nREUpQQlHEQC7jvwQJuv6+IRpwRmIlUxuAmCTXR4IZJR8wqnSREnOp4mwNyIAtmJLZa7WiKYh4MuBfZmE7GIgboifKJmpOxOE+CQCmJNyUtJtPbuE7MEixpD6emR8QyIqdwIoG3XDqLi8+aA4kykqEIk+c6f0UIRBzwBRAoCdFMzDLzUbI5KVFc9ECSIgcu4vu5OsfwmAXirRJRWIhOPfXXc89vrgUHgMsvOxd+o347CXatJuFwqVyI4Lkcjh3FI0KyVTnUpCVxNqEBajNUT6OEijDjsXYqSQRmcVBL4Js/LuDDf1fFppdcJQca1po2UxPLoCa67XHchg0ZoMf4FMZjA9QazLHTmeEpOYBOC2gLgDsnVN+UXKSPI8lPelN+StyuwSxQFqn7OKqpcksIZOk7UbMutRWX1CTvimNgEFg/5OMzH5jA9RT49o+L8oTOR1cAmI4nkFARKPohADBt3QEkI9sQO7JNcz0JQEmIrq7OmYHlp97uFbx5zzGdb8eSvj4xObLpb9+wYdloR62BWsVHuRjAcyI4FodtlLIlAOYGsPNlwGZwa85tJFARFdyxBe7eWMBHPl/Fpm2uqoZvpiOm9WZETSM2KElCS4xU3jyqkeXbBj3JYjoL4kVVlINY2VZnutAxlg2bAj3GxWBaZ4FkeFVssanKJMxsT3WvTaa3JdPcmMpClAOvuM9w/GCIT71vEledOysLIqODt+S+CgJF6j622DoYpIrctQXXZWl+RFD3CabrwMQMsH88RFfv0OjGh5/+266uXjHfObUWOuEDy1Yj9CfgRT+ETcfR8C0EoQUej8HI5pKY2nfmuVG0ML/llrSEWRzEklHKP/6fVTzzogI3tTIW20pZbkozkiByCohhcHAYNAQ54DZBnJEOszGMFLgNpWV+NCeHmDKhslGGgoJYntUgjvNUQDLWXMQZepqHk5h7mz1WSMLFVUkwofJ4CJpkIArdo5wlyTBEAD6wfnmAT/zuJASAb20syg+esuSi2ZILAl+fz9jhVDxcOZcAkuogDqnbE4AoStMIKaZ8oK+9gpWrVqGzrWXB00wX2tna0d8YmeTvvvfJ9pkfPzuOtuokbCsyMv94MwUxKnTSlTgJsJMCiKS1sQY3ZRywgG8/WMBHP9+CZ150FLizlttSZ0QGdIgCt57KkKqON0GdzRjMU0ly7pvwq1BNUhuTAw+ai5tcJP0wlUGY2qR7CCJDV2JeTlIOZ1IcQVNWW4hsDjlNjSuMDCsuOEUklBXnDJFPsWF5gE+9bxJXnjObhO6FGdrXFjxKLLlIW/JQ1VWGhhVPipmhiqk1uAmGZzjOOGEf/ug6Z6a7PXx3e1t/Y6HTu6AFf2bzft5SXfHYuvVXT9562/5SX+sMumtyaiJLSX/K7UnVUxo3ZoKbp6mIYbk1uP/fwx6u/5xBS2ie1q3L0EjcnEe3fogTpKhBTeYDcGZ/XClPEIeMk2MTYh5TkqwlT+mHGSKfg+nm2HAip2R5eJJCa045S/ZzxbFJnEkoMiAXsRaunVAoGVGmwxqWXCktMTcnDFRZ0fiK84G1ywL81e9NQgiC+x7yEAHNqopZl2ZkIRIAECQZXckBYqYS6kdcDsayqcCGpRxvPquKK85/02SpdfljUWNPc/jSWAta8BVLl2Cgt22kxaPXXHnB2cG2Xa0Yn3YhBGL5L2WZM7REKyeMGI/jpClFUQxwCwv4/uMuPnRzCzZtz1huajWDW+V6pBKpiLxqGRFJvrcB9CSgkwFzVgbMAax5cTQzkGzWXN6TRVaT5p2+CETmZrZyi5PgUtFNUz0BmpKveKKopAfQ0rh5EFfqSqSStGKFJVIKi0+wdjDAzR+cwIWn1cFyLbmuEJINMU1LHgrEVjy23oLE1l2rLYQArUWBgSpFseX8YN+odw3QMcKcgQVP6YIALxQYtu/YiaHlS3efsH7Vi22tZRBEsC0O25bDnFJZgnGqphma1wXFmfrKHFry3UddvP+va9i83UsyA1PgTjuUoAm4s30Fm0rRCNJWOr6lQZ9YbNLEy7N4jat6yKHheAFsN1GUBKwJ+LU8CJHl4Ar0gOFEms6n7rOSyTRs6p9igFmknU0uNFXRMqIF7lOsHgjw+T+cwMWn18GicH4JkYeAkJ0DwhjkSipEuoQt5AQBJ2hEBH5EEEQCnldB35JVL/b0Du7eu2c3CF2QhCwMcACglGJ6/8bt1ZJ/3Qnrl6K7bRwdtVmUPB+2FYIxnolqZvNOciKTJAG35USADXzvMQ8f+EwNm3eocrNccBtOpcrFthS4Td6d5G+bHFwclFNpWmeSc2yegxnf55rwQ0B4DuCTxySdTmsEu1M0BiRFS9JDZRNdPOHoNNUoKDmGwpzmZnJy+RomG3tqlcUnWN0f4LMfmsAbT58DDUMpf5ggF6ZF5wrEUiPP08JDDsyGBAcaBHsmKbaPcHQPrMK+A/Xr/uXr92+ndFH4LszBAWDpQD+iYBrUKu2ZGJ790eZncN7wywewcgmDbXmYbbjSysSgkCVoJCsLGvncceKUG2LHKMNDTxZww5cq2LzdBLdlcG4T3CwGd9JyLS0HxlY8C+gmKy7mBa9ZMqU3JBieD8Eithl5NQLzYTovYw6GWmIerCorU7KhtvTyJQk3j6t8jPC93C4rf6Byi0TccxzQ44op5THgObjRalkt3fckIvHFRsMIa5b6+NwHJ3DDlwQeedLDjlEHcPTPCjJ83AYnMn/cUjet98sAKsGUD1hWHav6plAsVrFuw8ofXXXF+XsmpmZRayktCnC26BEAbvzYJ3DRFReO1aPK1F0brWtv+tpedNYEVvRRhJGDiMt2LtkihtRYEbNYgcqOr5t3W/jEl6r43O1l7NjnZHp2m9HJZnDrYI5NVFcq03qbbdiMzlDZ0SFm9Uzz9iTfW+chJ7nZObng2ZxwIx9cO6jm86bWcPpz5F6I89+np0zk0LDU+zU722YkK5XijbxRiOlLXL+PDkQRBeLOtggXnNJAT2+E57ZYGDvAACZS/1diTeRjRklsqHRBigAQCY43nTmKP3/bXrz5ylPQ3z/0hyOjz28c6DvuYKC7uAWPL9jCOljllseWD5JvHLescfV/bNqEDUsjFD0KSiIlHyLO6cjrQhWDuxBiy8sWbvxiFXfeV0SdW7KWLKYk2YCOlaIlNsmmwBr1lQagzQICsyo+Zb0JUhFM88tN0xZlZlMmOUu+1ZcvUk+zD1NLW2+hBZQcxSV7b9KN2GLr94mdSZnTIQ/RWrjsPgulOctEKz2pWHXJojI0LgOd8mRRTqVhz1hyAdV8EwCPSJLzHYTobuV425WzcG2Bv/hCFVtfdgE3NJKvgKTZJ5VBHyJ/Cywi4FpAEUB3C7Chv4zernXoGTzjG15tzWPA5MHC9uAsOAB85R/+Ch/54Lsnzjll9UPB+Asri6yxhhKWDJdiQjUKimDHg58yc3JYCMuNsHWPjRv+oYo7v1dEHUyN8TOtdibXZAFwWyQJxWtwp6txBMz6R2Y8pnS++8RaxxYRyfAtQpIaTBJfSCS+ZZ9ri05yLHi+Vc4kg4Ek/2+es4z5LXkqaJV6LHKtOIzXmjqoaBL91U2Yz2NzCBHJrmGrl4foaovw5GaGAxP6J1Ok30OdbJtI4cy1gIItUC0IdFcJSoVWUG/VPRtOvvr3DoxO7CiWFlZOkPokh7CWDvbj2Wd/uuP00096ur2jB+OTQL1hxU0646glM0LvqpWxBvc2XaxwXwl1ZObkpG5GKH4hcKcssKmeGPo2sgDKZA0m3238U21y89iyG7za/KqbLXl2HYbXGSsm8dP4Psu/NdBMJ1R2nUWOs2k4mDADPklnLKGDP9yQFHW4P3ZKEwkxkRItdWPgwkIYMHgCuPbSOdzw7kkMdvlAI0xkQxHEjicXAr5SUwgkTSk4QNHh6OnuxqrVJz79xBOP72jr6D2k03jQFEWv1rYudHT1fmr3rm1DB4YPvIXz/YkmroY9WXqyAgvi+TghBB59ysXf31XGv323BJ8w1Yw+L+ye6NyLgpuIFC0x7EIG7PnWzcSfvghMXJog15Yyi1fS9ODgQRwbwZxdqcfC2BY79cbQKk1PNBdWYxZigBMj5TamJULlXEvjoMEvgzuyUy7nXNEKClAOobbDpCsUAOcysMyRUA9KIAIC2wpx7cWzABf4wp1l/PT5AhpRWhQVAHxiocEJQuUYcyHQ1taKwcHB2zecsOFTe/fsPlS4HpoFB4DBwUH8x+P3T9TaB9/VVrM2ui5g2yFsO4Rj+3BsH7btw2I+GA1g2QHqELj1W0VcfX07bv9uCT6zAMtOaAnNPpbdX4nSuV2S1rrzwJ3tbUKNn+D0La2cZKObQI7ljjfOA+jMhXU4Fjv1dRvmOl8KFE0XgQa+MCx4Xipt9oZYlkumKactN22y5LEuLmRiVqTlwijRx2ONnFsIQxtWRPGWi+dw91+N4Z2/PI0SCVRfch+IGkDUQBSFmImAmZDCD2UODIe78bhVy951773fm+jtW3rI5/WQLTgAnHPepdi78z9m0XOlv+uFf0W1tB+1yiw8bxa25YPSCEAEanHMhMBX7ynhT7/UgvEpNUIkpZDkZQYm4XeHyNF+jOjkqYXBnQ3uxICHtFLzhetjRSIHuHmATSkRIu81h4FwKMeRZACs3z/+f4xJG4Ik1plkAI3EqptWnOv3VM4e5UodBOKePUmovdmSy3mXaoKDmSVF5Q8HNSw5p6o2SBBQGqKjHOGT7x4Hoxxfu7uMmYYFMC71cerDZx5GAhciJFjaV8V/ufYqf2yazl5xxWWHc1YPD+AAUOtYAQj+aNh4w1lbN28tvDw+A8uJwCG509JOgbE5hrvvL+CTX27B+LRt8O1sHrdRBQ8Sy3zNSol0GgmaHUrd7rhp1LbhMC2WRGUCNOt7LfaaI7kSa24MYTW3G9Qm1sFJAnoQxVdiiiKMOmUS7zbpTZyCzeX55Kl8EpmjIiKhxnZLX4tzpWtCxBFSSlVNKJE3qhPA9PaAorUU4mO/PQnPFvjm/QWMzTIMdEbwbIATC4Q5sL0aLjjvlLkNa4cePZiAznzrsAHuFSoQYupPyt0Xic//7eYP/vix5zzqOoiCCJ2laVxz8RR+ssnGvz9SQCO0k45TxM4HtqESNM/MSUcpNZDzaEkK3DBvognsGpt5NCUVzTRAlUL1fMA+HMBnfwkMVMe9f3R4nojYUdQ9uvXLEs4tAa/BHE/MU1acILHsnEslTKg/WCg92wQ5UQ32TUuuQS6InOwBIgNQVMgTLKiUJRnh4IKCCgpGKRAQtBYDfOI9Uzj3ZB9PbLJx7UV1VAs2Gr4NQhpgpSX1ypJzPxvC/dPOagGHuw4b4PJcVPi7b/rmDU75uKC30/rItj37nEY9wPL2GfR3hPjOhIvGnAV4dsKzY4BTA4UEFNJztkmSLJXNLdFSYLNagnxKEgMfKQe0KV02Y5rzrHXK98xH/CvDuFjkRQZ1MY+Pga7zx4lRw0nUPqgaTQV2ri5O3VNFWm7JVSgX0p8UJAVy3X+TUipBTgAhaJx/BMIhKFVN+blydmX7CkEpiOBgnEJQCsHkxeYVfHRUOXaPMEzO2ehvrwG8gJZqu9/StuzTFrvn46T2rgWzBRdbrwjgANDuNPz+oY6bOpwpf/XOyRtbSiH9tTcKXHZ6gHsf4Wrwkw0wNwE3lVDTQNSRSStjtWUtpZlbkp8R2DzDZh5ZkDSDNutDzktFUuQcRu7g/MdnXpKPW/0PzWzUtxzLng3tJ4fKg00LbggusUoCQzGJPwOEArkA5RxxUbwhlshWxxxENRCiVKhUWiHTljmHHoYr4rwkNYGCUHDCwYQehQMgjLBr2MJXv9WB7Xtt/MrpBQz2VPm645feWOns/cz+sWn/leLzFQP84x96M+677ztzbOWab0yPl/8inPwRjh9w0WjYiAQFqAMwD6AOCKUxDYkLgZHu8qpTXFOWG4CemxMXD6OZljRVyWfwlXUq4zgD0Iz2JqQ2UxiCDNBzWMuCRtncb0h9euN8UUyS4d8wXifpB0EyjVXEeSnSyutRfcJ435jgxBZeD3TnUCAnqq0blVVAFFzlrhAQytV/p+mKUEBXMiSR2TOEyp7kTKkxURRJauM4+NmLLXBDgXe95WQxh4FvPPLU3Nx5F7z5lcLzlQMcAFYsX4qQ9r3gDHjvFfWJvy+Ib9M9B4CR6QJgFcEsFzalsourchLNNhqmJTcTpbKOY4qGwAjkUCyQWNVsvbNWO+VY5tCSLN7nX0fY20TaiOft0H1hgQT8crdhwYWkLfp90o0tVZ8VScpV3xQCqPlMTeeKa+MggS6IANVtKLS6ogEOxJ8NBElbOCrlRNsCWkshlrTWMT5bwYZTTuNdvUPvPXH9qhc2bd17RM7fEQH40MrjMDf5tO9VTrulPvxocXhv282f+McGHtzUDq/goWzL7lIpR8j40hKQZ4AMlfIKRU+QAD7LpbMV8Sa4qQnuzH0qvSQHn03HZx7nLYEjuEyEG48FMWCfUVU0LZH0R4HbuBiEIHq+FOKtcT8TuU33TtGKijLeiNQ9ABBOQImiM4pCxjInEanTKWNPiYVh1AIXDKcdN40PXTuC2x9cjtE57w8uPP+0Wx564oXo7FOPPyKn74gAHAAKLevBo22R1/3WrVMjfVPbhr9f8QTQXhRwmUryVDm/uqqaKx4oQSlStZO6f2Be8CblSNIMqJFzLIxjkAfaNLfIUpt4e+5GNF0dB2PHTWvbtA+LXCQmgPXxQlEI801ggD0T8gdJGs9LCy4tflKGbBggrrvOSuvOuXQiKREQqtehycd1bXJcTqcCRVHE4iILAqDeiNBSIjj3xAJWrD1namjojVufeHY4OvvU1a8Eiql1xAAOAISW8b1HxT1rll3yu2/+5ZbPRo3vtk1OTMC2GQQHAg74IUE9FKoGUKu9aZoSFyvo7SShI6aDCRPoKestmoDcFKlc5DGARS1109IJh7mvW/jNxEGa/TiPRP2NKVqiNHDTuUzqNnWL+/gnQLuk0DSFKIeQ6OeKgxP9f8S/iqrVmzYugkCiH4ZEm1AnLiiiiMIPLfgBQxhSBfIQ9bADQ6suGTul76wPMDp8z9adHUcCivE6sgAn8sONjU3c9o6rz7aqbvSpe/79h53j45OIBFBvANOQreFC4yvXINXBGw3kZKxfpuwMGZkP5n1ziD75gImDdijOYO7fusDGxRS/w10CSBLxFjomfpzMvpE+ZrrpZWJe5pNr1OuMXwwiSGx8NF+X+jiFoFwaKd78QbkgCAKKmbqDubqFIASKxU709p6/v9Z93h+FfnCbVVhxxM/ZEQW4Xm1tVYyPT3zlqivOpjOTI5986JFHO+caHAemBMZmCKZ8FdiBMJSUPGcyo5AgB9h6G0Szxc6CH8Z+LAJCk3aQ9EMs9rqjhfDMZ4nXoqBX3VtJDqhFitgjDhwpykNAYrpBtJISAYKSuExRW3LKpRSI2F+SJYugMkMjDB3MzNoYGbcw16BYu37D/r5lZ380DIOvFIoL9zc53HX4MdBFVq1WxQP3P3BLd2fLh9etGRgruRRLOhmWLQ3gVRoYbxD4qjZQ/qwlRQq67YQ5ZkTncif53OmZm3G1DUUTJYm/U/MhwYIon8/CHy3c5ksl86xD8GLFfC/RIX40t1qOk66E6l2oE7DULVIJWLqvYcRJqn5TiGTsO2McRa+BidlpPL87wo5hC5MzBMztGYtQ+fDDD2685WiBGziKAAeAq676ZYRh42t9fUvePzS0dOqElQTv+7UpXHrSfszOBQgEiYsSklIzs3jBHAplBHqoYenj7c0WG8ix9BmEHrQzOR9QXgNrUadUH2fmh2uyEoM8PTVZ6KacZisJnhQjx+A2GnkmbSXkPqhfgZbSLO5/KsDnv27hiU0h2tqXTPX2dr9/ZnbyaxdedMVRPTdHhaKYq+6DN6Ly7WtW9oZd5fCrPS07vM6SD/AQjNoyemmCFznhdypSziQyAAZyLK65/SCt9DFd2Wjm4bz+oP6g5KcilvRMaSV+O13yRpI9Jl0kUMlUqnMwVJMgEEBV6FMCcBHCZhHGpm08t4Ngw9CSulfq+u+DS9ruHDkw94rC8AezjqoFB4DffOs1OHXNbFSurL5z5VDlbbWOnjpHCMYsVCyBos3hWgKWoZpolURSksSix9bcoCz6IgDQ5Fim1JFXC81Hk38fwY+YtGUmcd65LnZINQkyLDXnFFFEEEW6hYSmKDSeIsEFEEYMQchQ9y00Gg78wEEYBDhuTW/dKne9bair/c4fPj4eXXTZr7+Cv+Lg1lG34ACw4bS3IBi5ObLaz75r95axd9BC+dZaYbrY5kUoOLKFQSOSjUqBxEowg36YXajyVgzg7G/1YnQjR482gyWHtBYE9xFEfg7NOqQLOJO4lR0NmUt3DCvPiWquT4QKIvGYcxPIOIcfyCatvs8w6hZw8tr+2Ybd/lufue+dd83wfxS3fOztR+ZcLLIOuuj4la6PffpeXHHFOqw78Zxnz7mUvdRWJJfYfMqrFgFCCSbmZItcAiJnyDPAYiJ+zEjaQufdgITCmOa7iY83qSxknvckCxxHmu9pzjaiRwmaz9POMM08zyaNNd2yfwOd/5zkNxoVybkyAJwKHCG/Asis39SRHAI1UNeK4FgRBAhGJwoYnXDQCC14pWUTgwODv/PWN/u399Kf4GMfvO7Vgt2rB3AAuOWWe3H9xy/AGatbn+7pant5/Zq+8x1SL3bXpjEV1vHSfhsuldm1jiXgqJpkS/UCModGpZxGw7rnce8sXzeTrDQQMS+ISNNxVG1I7yf5oJ8P4POBkM4Pzlyp9FBvxnnQ0f6U0hKXsiVjC+PCZEVHIuVk6lRcSuT0D88JUS7OYcvuCI88UwG1OrBk8KTRltrAByZnu/8pnJ7BJZe+99WE3LFjizPTE7As610PPfzoTbP77+2M8Cyu+2wPytRDR5Gj5Aq4NmCxpAJF80PO0x2f9GO9HzASioyElxQ4YIDGbAFh3MzBo1Ktkccwihi0qSZANDOuW1l1SoiiW8k+7T/o0rzkPYxWF7FqpCmbiK2/nqghh9SK2BlPjtdJZrr7L+LnuZQMgK7p1A0749OnlRaOONQuG7BKYLtOhFIhQK0yB9sew3V/U0FfdQjvecfF+0846bSPRGH45fa21mOCs1eFg+etUrmKubm5L59xxplk9OX6J3/65M5OHoWwLQ7PBgoOgetIgAMCkeLoIZdAiUPbJKks1/WEsUUyyCQxebWZnKT3IYfH5uRhL8h1jfyL+d4ju4jxgGBxi2OmIqTegOS8sQnmzHNzLnEK3DyRC7NcnAuCMCIII4owkr9cFpOAZ0wgCClAOHo6y7j8ggv3n376mR8VAl8utFQODyRHYB0zgANAoVCAEJO3dA6cHtafC29eM/B4azQ9iqIrUCpQFFwKxmRqc90X4IKD8ASMRPMQDWyqkv15ovdqUUzjTCfNUQPsMbizwDc+azbnI+9iMB3TQ3JUyQLP8wCsc16MXURndZP0S/WNxgXXIvFT1AeVEyFE3DZZD36K38d4T87lKJGGL1UUi0nQAwKO5aGnZxVu/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2lvbiAyLjIuNSwgaHR0cDovL21hdHBsb3RsaWIub3JnL0jPKKMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 230664000
{'hecke_orbit_code': 63050394816744568, 'n': 1, 'trace_an': 1}
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id: 230664001
{'hecke_orbit_code': 63050394816744568, 'n': 2, 'trace_an': 0}
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id: 230664002
{'hecke_orbit_code': 63050394816744568, 'n': 3, 'trace_an': 1}
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id: 230664003
{'hecke_orbit_code': 63050394816744568, 'n': 4, 'trace_an': 0}
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id: 230664004
{'hecke_orbit_code': 63050394816744568, 'n': 5, 'trace_an': 0}
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id: 230664005
{'hecke_orbit_code': 63050394816744568, 'n': 6, 'trace_an': 0}
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id: 230664006
{'hecke_orbit_code': 63050394816744568, 'n': 7, 'trace_an': 1}
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id: 230664007
{'hecke_orbit_code': 63050394816744568, 'n': 8, 'trace_an': 0}
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id: 230664008
{'hecke_orbit_code': 63050394816744568, 'n': 9, 'trace_an': 1}
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id: 230664009
{'hecke_orbit_code': 63050394816744568, 'n': 10, 'trace_an': 0}
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id: 230664010
{'hecke_orbit_code': 63050394816744568, 'n': 11, 'trace_an': 0}
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id: 230664011
{'hecke_orbit_code': 63050394816744568, 'n': 12, 'trace_an': 0}
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id: 230664012
{'hecke_orbit_code': 63050394816744568, 'n': 13, 'trace_an': -2}
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id: 230664013
{'hecke_orbit_code': 63050394816744568, 'n': 14, 'trace_an': 0}
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id: 230664014
{'hecke_orbit_code': 63050394816744568, 'n': 15, 'trace_an': 0}
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id: 230664015
{'hecke_orbit_code': 63050394816744568, 'n': 16, 'trace_an': 0}
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id: 230664016
{'hecke_orbit_code': 63050394816744568, 'n': 17, 'trace_an': -8}
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id: 230664017
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