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{'Nk2': 25992, 'analytic_conductor': 51.88679123342799, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 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': [6498, 1, [3611, 6139], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 53327808, 'field_disc_factorization': [[2, 6], [3, 8], [127, 1]], 'field_poly': [-127, 0, 87, 0, -18, 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, [-27, -162, 9, 64, -6, -6, 1]], [7, [-57, -108, -6, 52, -3, -6, 1]], [11, [5751, -3402, -45, 334, -42, -6, 1]], [13, [-179, -516, -255, 128, 24, -12, 1]], [29, [-27, 0, 117, -64, -42, 6, 1]]], 'hecke_orbit': 57, 'hecke_orbit_code': 252201579166308706, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '6498.2.a.ce', 'level': 6498, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 19], 'level_radical': 114, 'minimal_twist': '342.2.u.f', 'nf_label': '6.6.53327808.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{4}+(1+\\beta _{5})q^{5}+(1-\\beta _{1})q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6498.2.a', 'trace_display': [6, 0, 6, 6], 'trace_hash': 1330542867484100807, 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2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 1.8509516600280143, 'hecke_orbit': 57, 'hecke_orbit_code': 252201579166308706, 'label': '6498.2.a.ce.1.2', 'level': 6498, 'weight': 2}
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mf_newspaces • Show schema
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{'ALdims': [17, 12, 22, 20, 17, 12, 18, 25], 'Nk2': 25992, 'analytic_conductor': 51.88679123342799, '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': [6498, 1, [3611, 6139], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1061, 'dim': 143, 'eis_dim': 159, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 11, 13, 29], 'hecke_orbit_code': 33560930, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8, 8], 'label': '6498.2.a', 'level': 6498, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 19], 'level_radical': 114, 'mf_dim': 1220, 'mf_new_dim': 143, 'num_forms': 59, 'plus_dim': 67, 'prim_orbit_index': 1, 'relative_dim': 143, 'sturm_bound': 2280, 'trace_bound': 11, 'trace_display': [1, 0, -4, -4], 'traces': [143, 1, 0, 143, -4, 0, -4, 1, 0, -2, -6, 0, 6, -4, 0, 143, 2, 0, 0, -4, 0, -4, -12, 0, 155, -8, 0, -4, 2, 0, 4, 1, 0, -2, -16, 0, 18, 0, 0, -2, 18, 0, -10, -6, 0, -4, 24, 0, 155, 15, 0, 6, -6, 0, 4, -4, 0, 12, 28, 0, 12, -4, 0, 143, 8, 0, -4, 2, 0, 12, -12, 0, -18, 16, 0, 0, 24, 0, -4, -4, 0, 10, -22, 0, 20, 8, 0, -4, -26, 0, -8, -12, 0, 8, 0, 0, 2, 1, 0, 155, 36, 0, 8, -8, 0, 4, -12, 0, 30, -16, 0, -4, -10, 0, -24, 2, 0, 6, -32, 0, 141, 50, 0, 4, -48, 0, 4, 1, 0, 16, 26, 0, 0, -10, 0, -2, -50, 0, -50, -16, 0, -4, -40, 0, -8, 26, 0, 18, 12, 0, -40, 0, 0, 16, 40, 0, 20, -28, 0, -2, 4, 0, -18, 18, 0, -4, 0, 0, 167, -24, 0, -10, 30, 0, -52, -6, 0, 46, 4, 0, 10, 20, 0, -4, 28, 0, 0, 24, 0, 0, 24, 0, -18, 14, 0, 155, -8, 0, -24, 15, 0, -6, -72, 0, -44, -40, 0, 6, 0, 0, -44, -6, 0, -26, 4, 0, 4, -24, 0, 4, -24, 0, 0, -4, 0, -34, 28, 0, 76, -4, 0, 12, -42, 0, 48, 28, 0, 4, -36, 0, -42, 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60], 'weight': 2, 'weight_parity': 1}
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mf_twists_cc • Show schema
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id: 49080361
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 252201579166308706, 'source_is_minimal': False, 'source_label': '6498.2.a.ce.1.2', 'source_level': 6498, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 252201579166308706, 'target_is_minimal': False, 'target_label': '6498.2.a.ce.1.2', 'target_level': 6498, 'twist_class_label': '342.2.u.f.73.1', 'twist_class_level': 342, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 49080362
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 252201579166308706, 'source_is_minimal': False, 'source_label': '6498.2.a.ce.1.2', 'source_level': 6498, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 5, 'target_hecke_orbit_code': 238690780284197218, 'target_is_minimal': False, 'target_label': '6498.2.a.cb.1.5', 'target_level': 6498, 'twist_class_label': '342.2.u.f.73.1', 'twist_class_level': 342, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 49080363
{'conductor': 19, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 252201579166308706, 'source_is_minimal': False, 'source_label': '6498.2.a.ce.1.2', 'source_level': 6498, 'target_conrey_index': 73, 'target_dim': 12, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22519372559941974, 'target_is_minimal': True, 'target_label': '342.2.u.f.73.1', 'target_level': 342, 'twist_class_label': '342.2.u.f.73.1', 'twist_class_level': 342, 'twisting_char_label': '19.4', 'twisting_conrey_index': 4, 'weight': 2}
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id: 49080364
{'conductor': 19, 'degree': 6, 'order': 9, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 252201579166308706, 'source_is_minimal': False, 'source_label': '6498.2.a.ce.1.2', 'source_level': 6498, 'target_conrey_index': 253, 'target_dim': 12, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22519372559941974, 'target_is_minimal': True, 'target_label': '342.2.u.f.253.1', 'target_level': 342, 'twist_class_label': '342.2.u.f.73.1', 'twist_class_level': 342, 'twisting_char_label': '19.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 49080365
{'conductor': 19, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 252201579166308706, 'source_is_minimal': False, 'source_label': '6498.2.a.ce.1.2', 'source_level': 6498, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 243194379911567714, 'target_is_minimal': False, 'target_label': '6498.2.a.cc.1.2', 'target_level': 6498, 'twist_class_label': '342.2.u.f.73.1', 'twist_class_level': 342, 'twisting_char_label': '19.18', 'twisting_conrey_index': 18, 'weight': 2}
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id: 49080366
{'conductor': 57, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 252201579166308706, 'source_is_minimal': False, 'source_label': '6498.2.a.ce.1.2', 'source_level': 6498, 'target_conrey_index': 253, 'target_dim': 12, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27022972187312470, 'target_is_minimal': True, 'target_label': '342.2.u.g.253.2', 'target_level': 342, 'twist_class_label': '342.2.u.f.73.1', 'twist_class_level': 342, 'twisting_char_label': '57.5', 'twisting_conrey_index': 5, 'weight': 2}
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id: 49080367
{'conductor': 57, 'degree': 6, 'order': 18, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 252201579166308706, 'source_is_minimal': False, 'source_label': '6498.2.a.ce.1.2', 'source_level': 6498, 'target_conrey_index': 73, 'target_dim': 12, 'target_embedding_index': 2, 'target_hecke_orbit_code': 27022972187312470, 'target_is_minimal': True, 'target_label': '342.2.u.g.73.2', 'target_level': 342, 'twist_class_label': '342.2.u.f.73.1', 'twist_class_level': 342, 'twisting_char_label': '57.23', 'twisting_conrey_index': 23, 'weight': 2}
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id: 49080368
{'conductor': 57, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 252201579166308706, 'source_is_minimal': False, 'source_label': '6498.2.a.ce.1.2', 'source_level': 6498, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 5, 'target_hecke_orbit_code': 247697979538938210, 'target_is_minimal': False, 'target_label': '6498.2.a.cd.1.5', 'target_level': 6498, 'twist_class_label': '342.2.u.f.73.1', 'twist_class_level': 342, 'twisting_char_label': '57.56', 'twisting_conrey_index': 56, 'weight': 2}
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mf_hecke_charpolys • Show schema
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id: 4207300
{'charpoly_factorization': [[[-1, 1], 6]], 'hecke_orbit_code': 252201579166308706, 'p': 2}
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id: 4207301
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 252201579166308706, 'p': 3}
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id: 4207302
{'charpoly_factorization': [[[-27, -162, 9, 64, -6, -6, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 5}
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id: 4207303
{'charpoly_factorization': [[[-57, -108, -6, 52, -3, -6, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 7}
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id: 4207304
{'charpoly_factorization': [[[5751, -3402, -45, 334, -42, -6, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 11}
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id: 4207305
{'charpoly_factorization': [[[-179, -516, -255, 128, 24, -12, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 13}
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id: 4207306
{'charpoly_factorization': [[[1377, -810, -405, 192, 18, -12, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 17}
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id: 4207307
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 252201579166308706, 'p': 19}
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id: 4207308
{'charpoly_factorization': [[[-2889, 3672, -1341, -8, 96, -18, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 23}
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id: 4207309
{'charpoly_factorization': [[[-27, 0, 117, -64, -42, 6, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 29}
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id: 4207310
{'charpoly_factorization': [[[-37, 42, 456, -234, -63, 6, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 31}
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id: 4207311
{'charpoly_factorization': [[[15101, 1500, -4665, 1152, -45, -12, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 37}
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id: 4207312
{'charpoly_factorization': [[[-1431, 2106, 1260, -82, -75, 0, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 41}
-
id: 4207313
{'charpoly_factorization': [[[43019, 2358, -6102, -1188, 21, 18, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 43}
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id: 4207314
{'charpoly_factorization': [[[-8721, 6750, 576, -1268, 315, -30, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 47}
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id: 4207315
{'charpoly_factorization': [[[428193, 104490, -5949, -2924, -93, 18, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 53}
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id: 4207316
{'charpoly_factorization': [[[5751, 10044, 135, -1374, -180, 6, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 59}
-
id: 4207317
{'charpoly_factorization': [[[54721, -41460, 7650, 452, -177, 0, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 61}
-
id: 4207318
{'charpoly_factorization': [[[146799, -59022, -2313, 2152, -66, -18, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 67}
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id: 4207319
{'charpoly_factorization': [[[36423, -2484, -8406, 1306, 93, -24, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 71}
-
id: 4207320
{'charpoly_factorization': [[[44013, 24372, 2166, -770, -111, 6, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 73}
-
id: 4207321
{'charpoly_factorization': [[[15139, 30432, 810, -1600, -51, 18, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 79}
-
id: 4207322
{'charpoly_factorization': [[[13851, -28188, 18792, -5160, 675, -42, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 83}
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id: 4207323
{'charpoly_factorization': [[[48357, 11664, -4050, -1260, -9, 18, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 89}
-
id: 4207324
{'charpoly_factorization': [[[253601, -49650, -33735, 6246, -126, -24, 1], 1]], 'hecke_orbit_code': 252201579166308706, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 57, 'label': '6498.2.a.ce', 'level': 6498, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 278819000
{'hecke_orbit_code': 252201579166308706, 'n': 1, 'trace_an': 6}
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id: 278819001
{'hecke_orbit_code': 252201579166308706, 'n': 2, 'trace_an': 6}
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id: 278819002
{'hecke_orbit_code': 252201579166308706, 'n': 3, 'trace_an': 0}
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id: 278819003
{'hecke_orbit_code': 252201579166308706, 'n': 4, 'trace_an': 6}
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id: 278819004
{'hecke_orbit_code': 252201579166308706, 'n': 5, 'trace_an': 6}
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id: 278819005
{'hecke_orbit_code': 252201579166308706, 'n': 6, 'trace_an': 0}
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id: 278819006
{'hecke_orbit_code': 252201579166308706, 'n': 7, 'trace_an': 6}
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id: 278819007
{'hecke_orbit_code': 252201579166308706, 'n': 8, 'trace_an': 6}
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id: 278819008
{'hecke_orbit_code': 252201579166308706, 'n': 9, 'trace_an': 0}
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id: 278819009
{'hecke_orbit_code': 252201579166308706, 'n': 10, 'trace_an': 6}
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id: 278819010
{'hecke_orbit_code': 252201579166308706, 'n': 11, 'trace_an': 6}
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id: 278819011
{'hecke_orbit_code': 252201579166308706, 'n': 12, 'trace_an': 0}
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id: 278819012
{'hecke_orbit_code': 252201579166308706, 'n': 13, 'trace_an': 12}
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id: 278819013
{'hecke_orbit_code': 252201579166308706, 'n': 14, 'trace_an': 6}
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id: 278819014
{'hecke_orbit_code': 252201579166308706, 'n': 15, 'trace_an': 0}
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id: 278819015
{'hecke_orbit_code': 252201579166308706, 'n': 16, 'trace_an': 6}
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id: 278819016
{'hecke_orbit_code': 252201579166308706, 'n': 17, 'trace_an': 12}
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id: 278819017
{'hecke_orbit_code': 252201579166308706, 'n': 18, 'trace_an': 0}
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id: 278819018
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