Formats: - HTML - YAML - JSON - 2026-09-10T04:53:28.892007
  • mf_newforms • Show schema
    {'Nk2': 9216, 'analytic_conductor': 44.98344366971353, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [144, 1, [127, 37, 65], [1, 1, 1]], 'cm_discs': [-3], 'conrey_index': 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]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398643699856, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, -3]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': False, 'label': '144.8.a.e', 'level': 144, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '36.8.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+508q^{7}-14614q^{13}+57448q^{19}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.1.d1', 'self_twist_discs': [-3], 'self_twist_type': 1, 'space_label': '144.8.a', 'trace_display': [0, 0, 0, 508], 'trace_hash': 1376936879790614608, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '0.946', 'prec': 10}, 0, {'__RealLiteral__': 0, 'data': '2.786', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '9.163', 'prec': 14}], 'trace_zratio': {'__RealLiteral__': 0, 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  • mf_hecke_nf • Show schema
    {'an': [[1], [0], [0], [0], [0], [0], [508], [0], [0], [0], [0], [0], [-14614], [0], [0], [0], [0], [0], [57448], [0], [0], [0], [0], [0], [-78125], [0], [0], [0], [0], [0], [-178916], [0], [0], [0], [0], [0], [279710], [0], [0], [0], [0], [0], [-1035224], [0], [0], [0], [0], [0], [-565479], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [-3535546], [0], [0], [0], [0], [0], [385072], [0], [0], [0], [0], [0], [-6274810], [0], [0], [0], [0], [0], [-8763044], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [-7423912], [0], [0], [0], [0], [0], [12245198], [0], [0], [0]], 'ap': [[0], [0], [0], [508], [0], [-14614], [0], [57448], [0], [0], [-178916], [279710], [0], [-1035224], [0], [0], [0], [-3535546], [385072], [0], [-6274810], [-8763044], [0], [0], [12245198], [0], [-8026220], [0], [-16824022], [0], [45125620], [0], [0], [55325104], [0], [-77038916], [82011398], [87366376], [0], [0], [0], [-39803374], [0], [-96518014], [0], [144784612], [220580656], [-262896956], [0], 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'hecke_orbit_code': 18014398643699856, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '144.8.a.e', 'level': 144, 'maxp': 2999, 'weight': 8}
  • mf_newspaces • Show schema
    {'ALdims': [4, 5, 3, 5], 'ALdims_eis_new': [0, 0, 0, 1], 'ALdims_eis_old': [6, 6, 6, 5], 'ALdims_old': [36, 33, 35, 35], 'Nk2': 9216, 'analytic_conductor': 44.98344366971353, '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': [144, 1, [127, 37, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 156, 'dim': 17, 'eis_dim': 24, 'eis_new_dim': 1, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217872, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2], 'label': '144.8.a', 'level': 144, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 180, 'mf_new_dim': 18, 'num_forms': 14, 'plus_dim': 9, 'prim_orbit_index': 1, 'relative_dim': 17, 'sturm_bound': 192, 'trace_bound': 5, 'trace_display': [0, 0, 140, 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  • mf_twists_nf • Show schema
    • id: 121904
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.8.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '36.8.a.b', 'target_level': 36, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 121905
      {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.8.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '36.8.a.b', 'target_level': 36, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 121906
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.8.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '144.8.a.e', 'target_level': 144, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
    • id: 121907
      {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -3, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.8.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '144.8.a.e', 'target_level': 144, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 121908
      {'conductor': 36, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.8.a.e', 'source_level': 144, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '324.8.e.c', 'target_level': 324, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '36.f', 'twisting_char_orbit': 6, 'weight': 8}
    • id: 121909
      {'conductor': 36, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.8.a.e', 'source_level': 144, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '324.8.e.c', 'target_level': 324, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '36.h', 'twisting_char_orbit': 8, 'weight': 8}
    • id: 121910
      {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.8.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '576.8.a.q', 'target_level': 576, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
    • id: 121911
      {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.8.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '576.8.a.q', 'target_level': 576, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 8}
    • id: 121912
      {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.8.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '576.8.a.r', 'target_level': 576, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
    • id: 121913
      {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '144.8.a.e', 'source_level': 144, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '576.8.a.r', 'target_level': 576, 'twist_class_label': '36.8.a.b', 'twist_class_level': 36, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
  • mf_hecke_charpolys • Show schema
    • id: 384875
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 2}
    • id: 384876
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 3}
    • id: 384877
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 5}
    • id: 384878
      {'charpoly_factorization': [[[-508, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 7}
    • id: 384879
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 11}
    • id: 384880
      {'charpoly_factorization': [[[14614, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 13}
    • id: 384881
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 17}
    • id: 384882
      {'charpoly_factorization': [[[-57448, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 19}
    • id: 384883
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 23}
    • id: 384884
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 29}
    • id: 384885
      {'charpoly_factorization': [[[178916, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 31}
    • id: 384886
      {'charpoly_factorization': [[[-279710, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 37}
    • id: 384887
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 41}
    • id: 384888
      {'charpoly_factorization': [[[1035224, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 43}
    • id: 384889
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 47}
    • id: 384890
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 53}
    • id: 384891
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 59}
    • id: 384892
      {'charpoly_factorization': [[[3535546, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 61}
    • id: 384893
      {'charpoly_factorization': [[[-385072, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 67}
    • id: 384894
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 71}
    • id: 384895
      {'charpoly_factorization': [[[6274810, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 73}
    • id: 384896
      {'charpoly_factorization': [[[8763044, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 79}
    • id: 384897
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 83}
    • id: 384898
      {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 89}
    • id: 384899
      {'charpoly_factorization': [[[-12245198, 1], 1]], 'hecke_orbit_code': 18014398643699856, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '144.8.a.e', 'level': 144, 'portrait': 'data:image/png;base64,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'weight': 8}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 40217533
      {'hecke_orbit_code': 18014398643699856, 'n': 1, 'trace_an': 1}
    • id: 40217534
      {'hecke_orbit_code': 18014398643699856, 'n': 2, 'trace_an': 0}
    • id: 40217535
      {'hecke_orbit_code': 18014398643699856, 'n': 3, 'trace_an': 0}
    • id: 40217536
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    • id: 40217537
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    • id: 40217538
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    • id: 40217539
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    • id: 40217540
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    • id: 40217541
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    • id: 40217542
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    • id: 40217543
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    • id: 40217544
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    • id: 40217545
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    • id: 40217546
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    • id: 40217547
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    • id: 40217548
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    • id: 40217550
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    • id: 40217551
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    • id: 40217552
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    • id: 40217553
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    • id: 40217554
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    • id: 40217555
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    • id: 40217556
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    • id: 40217557
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    • id: 40217558
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    • id: 40217559
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    • id: 40217560
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    • id: 40217561
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    • id: 40217562
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    • id: 40217563
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    • id: 40217564
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    • id: 40217565
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    • id: 40217566
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    • id: 40217567
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    • id: 40217568
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    • id: 40217569
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    • id: 40217570
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    • id: 40217571
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    • id: 40217572
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    • id: 40217573
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    • id: 40217574
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    • id: 40217575
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    • id: 40217576
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    • id: 40217577
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    • id: 40217578
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    • id: 40217579
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    • id: 40217580
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    • id: 40217581
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    • id: 40217582
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    • id: 40217583
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    • id: 40217584
      {'hecke_orbit_code': 18014398643699856, 'n': 52, 'trace_an': 0}
    • id: 40217585
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    • id: 40217586
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    • id: 40217587
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    • id: 40217588
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    • id: 40217589
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    • id: 40217590
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    • id: 40217591
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    • id: 40217592
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    • id: 40217593
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    • id: 40217594
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    • id: 40217595
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    • id: 40217596
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    • id: 40217597
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    • id: 40217598
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    • id: 40217599
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    • id: 40217600
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    • id: 40217601
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    • id: 40217602
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    • id: 40217603
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    • id: 40217604
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    • id: 40217605
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    • id: 40217606
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    • id: 40217607
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    • id: 40217608
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    • id: 40217609
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    • id: 40217610
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    • id: 40217611
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    • id: 40217612
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    • id: 40217613
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    • id: 40217614
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    • id: 40217615
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    • id: 40217616
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    • id: 40217617
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    • id: 40217618
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    • id: 40217619
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    • id: 40217620
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    • id: 40217621
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    • id: 40217622
      {'hecke_orbit_code': 18014398643699856, 'n': 90, 'trace_an': 0}
    • id: 40217623
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    • id: 40217624
      {'hecke_orbit_code': 18014398643699856, 'n': 92, 'trace_an': 0}
    • id: 40217625
      {'hecke_orbit_code': 18014398643699856, 'n': 93, 'trace_an': 0}
    • id: 40217626
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    • id: 40217627
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    • id: 40217628
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    • id: 40217629
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    • id: 40217630
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    • id: 40217631
      {'hecke_orbit_code': 18014398643699856, 'n': 99, 'trace_an': 0}
    • id: 40217632
      {'hecke_orbit_code': 18014398643699856, 'n': 100, 'trace_an': 0}