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mf_newforms • Show schema
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{'Nk2': 15552, 'analytic_conductor': 78.21669313173642, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [192, 2, [127, 133, 65], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 65, 'conrey_indexes': [65], 'dim': 2, 'field_disc': -440, 'field_disc_factorization': [[-1, 1], [2, 3], [5, 1], [11, 1]], 'field_poly': [110, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [1283040, 0, 1]], [7, [-3094, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511073911013568, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '192.9.e.d', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '12.9.c.b', 'nf_label': '2.0.440.1', 'prim_orbit_index': 2, 'qexp_display': 'q+(-51+\\beta )q^{3}+18\\beta q^{5}+3094q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '192.9.e', 'trace_display': [0, -102, 0, 6188], 'trace_hash': 834360437770966387, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.929', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.030', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.191', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [0, 0], [-51, 1], [0, 0], [0, 18], [0, 0], [3094, 0], [0, 0], [-1359, -102], [0, 0], [0, -18], [0, 0], [7294, 0], [0, 0], [-71280, -918], [0, 0], [0, 936], [0, 0], [-80326, 0], [0, 0], [-157794, 3094], [0, 0], [0, 1548], [0, 0], [-892415, 0], [0, 0], [473229, 3843], [0, 0], [0, 13734], [0, 0], [-435914, 0], [0, 0], [71280, 918], [0, 0], [0, 55692], [0, 0], [-1159298, 0], [0, 0], [-371994, 7294], [0, 0], [0, -43164], [0, 0], [990266, 0], [0, 0], [7270560, -24462], [0, 0], [0, 106488], [0, 0], [3808035, 0], [0, 0], [-3706560, -47736], [0, 0], [0, -160038], [0, 0], [1283040, 0], [0, 0], [4096626, -80326], [0, 0], [0, 25398], [0, 0], [-19369154, 0], [0, 0], [-4204746, -315588], [0, 0], [0, 131292], [0, 0], [-28024294, 0], [0, 0], [-6130080, -78948], [0, 0], [0, 534852], [0, 0], [-25230142, 0], [0, 0], [45513165, -892415], [0, 0], [0, -55692], [0, 0], [63401398, 0], [0, 0], [-39352959, 277236], [0, 0], [0, 755514], [0, 0], [-66718080, 0], [0, 0], [-54386640, -700434], [0, 0], [0, -1244196], [0, 0], [22567636, 0], [0, 0], [22231614, -435914], [0, 0], [0, -1445868], [0, 0], [19550306, 0], [0, 0], [-7270560, 24462], [0, 0]], 'ap': [[0, 0], [-51, 1], [0, 18], [3094, 0], [0, -18], [7294, 0], [0, 936], [-80326, 0], [0, 1548], [0, 13734], [-435914, 0], [-1159298, 0], [0, -43164], [990266, 0], [0, 106488], [0, -160038], [0, 25398], [-19369154, 0], [-28024294, 0], [0, 534852], [-25230142, 0], [63401398, 0], [0, 755514], [0, -1244196], [19550306, 0], [0, -697374], [-113497898, 0], [0, -873954], [-1743554, 0], [0, -3090312], [177120502, 0], [0, 2083842], [0, -2802348], [-232284838, 0], [0, 9301482], [417368086, 0], [-818571266, 0], [318428666, 0], [0, -18440460], [0, -22509954], [0, -24921558], [619722046, 0], [0, -7750368], [1345770626, 0], [0, 25434738], [1418596246, 0], [2704590554, 0], [-1691150666, 0], [0, 10091250], [-79063874, 0], [0, 90904932], [0, 74853720], [1118570114, 0], [0, 31291254], [0, 29757888], [0, 79913124], [0, -24975090], [-4273738442, 0], [2436193534, 0], [0, 93488508], [5677320986, 0], [0, 57041154], [-14398779814, 0], [0, -8137188], [-9705276574, 0], [0, 67771926], [-5352454438, 0], [-5996980894, 0], [0, -381008826], [-28040768642, 0], [0, -119298384], [0, 273283092], [-16639713866, 0], [10003569214, 0], [37800970874, 0], [0, 329285376], [0, -213166638], [-8795997506, 0], [0, -572546520], [9781407554, 0], [0, 449408466], [19409647678, 0], [0, 94462776], [-23220552094, 0], [-30986199914, 0], [0, 60368598], [0, 421946496], [-69372204862, 0], [0, -326734866], [-5345822858, 0], [0, -1097946054], [0, -938472912], [56305194454, 0], [0, 1641523230], [-64565600806, 0], [0, 1333747836], [0, 1237812534], [0, -222510060], [-29506163014, 0], [-70005567554, 0], [-92512251142, 0], [0, -1461057282], [0, 1503154314], [0, -504903060], [114810505754, 0], [-55420042654, 0], [0, -2551584978], [0, 2343476520], [0, 2805076908], [-203533626046, 0], [124166527222, 0], [-34977924098, 0], [0, 493604964], [165856577114, 0], [114663090646, 0], [0, 2365923744], [237606652538, 0], [0, 2229981732], [0, -634781682], [0, -4345678278], [-201420140162, 0], [-56303485342, 0], [0, -3660908094], [0, 996744798], [205761798842, 0], [0, 4097992086], [109816956286, 0], [0, 4544355528], [323635545814, 0], [-462635195138, 0], [479772356762, 0], [0, 9000021780], [-177970842122, 0], [217313259454, 0], [0, -461656692], [-147893538046, 0], [0, 5617832274], [-210775956934, 0], [0, 5448565926], [0, 5886163044], [464058105914, 0], [0, 4925524122], [-65653610666, 0], [0, 3739066614], [-729416394242, 0], [0, -10898260668], [580498117054, 0], [0, 6240562812], [-1021634282758, 0], [0, 9559976112], [-143690703746, 0], [0, -16319251080], [-1101809178694, 0], [0, -337795524], [479910002618, 0], [0, -17554988952], [-592307330474, 0], [0, 21565609776], [1136358298466, 0], [0, 11838085182], [0, 6674392170], [0, -855603540], [52629935062, 0], [0, -10030357170], [0, -9549558648], [0, 1555739820], [-27346015754, 0], [-297835251458, 0]], 'char_orbit_index': 5, 'field_poly': [110, 0, 1], 'hecke_orbit_code': 13511073911013568, 'hecke_ring_character_values': [[127, [1, 0]], [133, [1, 0]], [65, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 6], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 6]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '192.9.e.d', 'level': 192, 'maxp': 997, 'weight': 9}
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mf_newspaces • Show schema
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{'Nk2': 15552, 'analytic_conductor': 78.21669313173642, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [192, 2, [127, 133, 65], [2, 2, 1]], 'conrey_index': 65, 'cusp_dim': 244, 'dim': 62, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 275028902080, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 2, 2, 8, 8, 16, 16], 'label': '192.9.e', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 268, 'mf_new_dim': 66, 'num_forms': 12, 'prim_orbit_index': 2, 'relative_dim': 62, 'sturm_bound': 288, 'trace_bound': 9, 'trace_display': [0, 0, 0, 0], 'traces': [62, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, 51396, 0, 0, 0, 0, 0, 0, 0, 13124, 0, 0, 0, -4218754, 0, 0, 0, 0, 0, 0, 0, 1665792, 0, 0, 0, -4288956, 0, 0, 0, 0, 0, 0, 0, -14593536, 0, 0, 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mf_twists_nf • Show schema
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id: 158843
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '192.9.e.d', 'source_level': 192, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '12.9.c.b', 'target_level': 12, 'twist_class_label': '12.9.c.b', 'twist_class_level': 12, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 9}
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id: 158844
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '192.9.e.d', 'source_level': 192, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '12.9.c.b', 'target_level': 12, 'twist_class_label': '12.9.c.b', 'twist_class_level': 12, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 9}
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id: 158845
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '192.9.e.d', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '48.9.e.c', 'target_level': 48, 'twist_class_label': '12.9.c.b', 'twist_class_level': 12, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 158846
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '192.9.e.d', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '48.9.e.c', 'target_level': 48, 'twist_class_label': '12.9.c.b', 'twist_class_level': 12, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 9}
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id: 158847
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '192.9.e.d', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '192.9.e.d', 'target_level': 192, 'twist_class_label': '12.9.c.b', 'twist_class_level': 12, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
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id: 158848
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '192.9.e.d', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '192.9.e.d', 'target_level': 192, 'twist_class_label': '12.9.c.b', 'twist_class_level': 12, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 158849
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '192.9.e.d', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '192.9.e.g', 'target_level': 192, 'twist_class_label': '12.9.c.b', 'twist_class_level': 12, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 158850
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '192.9.e.d', 'source_level': 192, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '192.9.e.g', 'target_level': 192, 'twist_class_label': '12.9.c.b', 'twist_class_level': 12, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 158851
{'conductor': 40, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '192.9.e.d', 'source_level': 192, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '300.9.b.c', 'target_level': 300, 'twist_class_label': '12.9.c.b', 'twist_class_level': 12, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 9}
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id: 158852
{'conductor': 120, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '192.9.e.d', 'source_level': 192, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '300.9.b.c', 'target_level': 300, 'twist_class_label': '12.9.c.b', 'twist_class_level': 12, 'twisting_char_label': '120.q', 'twisting_char_orbit': 17, 'weight': 9}
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id: 158853
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '192.9.e.d', 'source_level': 192, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '300.9.g.d', 'target_level': 300, 'twist_class_label': '12.9.c.b', 'twist_class_level': 12, 'twisting_char_label': '40.e', 'twisting_char_orbit': 5, 'weight': 9}
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id: 158854
{'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '192.9.e.d', 'source_level': 192, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '300.9.g.d', 'target_level': 300, 'twist_class_label': '12.9.c.b', 'twist_class_level': 12, 'twisting_char_label': '120.m', 'twisting_char_orbit': 13, 'weight': 9}
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id: 158855
{'conductor': 72, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '192.9.e.d', 'source_level': 192, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '324.9.g.f', 'target_level': 324, 'twist_class_label': '12.9.c.b', 'twist_class_level': 12, 'twisting_char_label': '72.l', 'twisting_char_orbit': 12, 'weight': 9}
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id: 158856
{'conductor': 72, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '192.9.e.d', 'source_level': 192, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '324.9.g.f', 'target_level': 324, 'twist_class_label': '12.9.c.b', 'twist_class_level': 12, 'twisting_char_label': '72.p', 'twisting_char_orbit': 16, 'weight': 9}
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mf_hecke_charpolys • Show schema
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id: 482500
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511073911013568, 'p': 2}
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id: 482501
{'charpoly_factorization': [[[6561, 102, 1], 1]], 'hecke_orbit_code': 13511073911013568, 'p': 3}
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id: 482502
{'charpoly_factorization': [[[1283040, 0, 1], 1]], 'hecke_orbit_code': 13511073911013568, 'p': 5}
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id: 482503
{'charpoly_factorization': [[[-3094, 1], 2]], 'hecke_orbit_code': 13511073911013568, 'p': 7}
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id: 482504
{'charpoly_factorization': [[[1283040, 0, 1], 1]], 'hecke_orbit_code': 13511073911013568, 'p': 11}
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id: 482505
{'charpoly_factorization': [[[-7294, 1], 2]], 'hecke_orbit_code': 13511073911013568, 'p': 13}
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id: 482506
{'charpoly_factorization': [[[3469340160, 0, 1], 1]], 'hecke_orbit_code': 13511073911013568, 'p': 17}
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id: 482507
{'charpoly_factorization': [[[80326, 1], 2]], 'hecke_orbit_code': 13511073911013568, 'p': 19}
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id: 482508
{'charpoly_factorization': [[[9489363840, 0, 1], 1]], 'hecke_orbit_code': 13511073911013568, 'p': 23}
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id: 482509
{'charpoly_factorization': [[[746946113760, 0, 1], 1]], 'hecke_orbit_code': 13511073911013568, 'p': 29}
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id: 482510
{'charpoly_factorization': [[[435914, 1], 2]], 'hecke_orbit_code': 13511073911013568, 'p': 31}
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id: 482511
{'charpoly_factorization': [[[1159298, 1], 2]], 'hecke_orbit_code': 13511073911013568, 'p': 37}
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id: 482512
{'charpoly_factorization': [[[7377998348160, 0, 1], 1]], 'hecke_orbit_code': 13511073911013568, 'p': 41}
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id: 482513
{'charpoly_factorization': [[[-990266, 1], 2]], 'hecke_orbit_code': 13511073911013568, 'p': 43}
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id: 482514
{'charpoly_factorization': [[[44905188810240, 0, 1], 1]], 'hecke_orbit_code': 13511073911013568, 'p': 47}
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id: 482515
{'charpoly_factorization': [[[101424159318240, 0, 1], 1]], 'hecke_orbit_code': 13511073911013568, 'p': 53}
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id: 482516
{'charpoly_factorization': [[[2554431279840, 0, 1], 1]], 'hecke_orbit_code': 13511073911013568, 'p': 59}
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id: 482517
{'charpoly_factorization': [[[19369154, 1], 2]], 'hecke_orbit_code': 13511073911013568, 'p': 61}
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id: 482518
{'charpoly_factorization': [[[28024294, 1], 2]], 'hecke_orbit_code': 13511073911013568, 'p': 67}
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id: 482519
{'charpoly_factorization': [[[1132823981139840, 0, 1], 1]], 'hecke_orbit_code': 13511073911013568, 'p': 71}
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id: 482520
{'charpoly_factorization': [[[25230142, 1], 2]], 'hecke_orbit_code': 13511073911013568, 'p': 73}
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id: 482521
{'charpoly_factorization': [[[-63401398, 1], 2]], 'hecke_orbit_code': 13511073911013568, 'p': 79}
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id: 482522
{'charpoly_factorization': [[[2260373560616160, 0, 1], 1]], 'hecke_orbit_code': 13511073911013568, 'p': 83}
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id: 482523
{'charpoly_factorization': [[[6130173798207360, 0, 1], 1]], 'hecke_orbit_code': 13511073911013568, 'p': 89}
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id: 482524
{'charpoly_factorization': [[[-19550306, 1], 2]], 'hecke_orbit_code': 13511073911013568, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 5, 'hecke_orbit': 4, 'label': '192.9.e.d', 'level': 192, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 141709000
{'hecke_orbit_code': 13511073911013568, 'n': 1, 'trace_an': 2}
-
id: 141709001
{'hecke_orbit_code': 13511073911013568, 'n': 2, 'trace_an': 0}
-
id: 141709002
{'hecke_orbit_code': 13511073911013568, 'n': 3, 'trace_an': -102}
-
id: 141709003
{'hecke_orbit_code': 13511073911013568, 'n': 4, 'trace_an': 0}
-
id: 141709004
{'hecke_orbit_code': 13511073911013568, 'n': 5, 'trace_an': 0}
-
id: 141709005
{'hecke_orbit_code': 13511073911013568, 'n': 6, 'trace_an': 0}
-
id: 141709006
{'hecke_orbit_code': 13511073911013568, 'n': 7, 'trace_an': 6188}
-
id: 141709007
{'hecke_orbit_code': 13511073911013568, 'n': 8, 'trace_an': 0}
-
id: 141709008
{'hecke_orbit_code': 13511073911013568, 'n': 9, 'trace_an': -2718}
-
id: 141709009
{'hecke_orbit_code': 13511073911013568, 'n': 10, 'trace_an': 0}
-
id: 141709010
{'hecke_orbit_code': 13511073911013568, 'n': 11, 'trace_an': 0}
-
id: 141709011
{'hecke_orbit_code': 13511073911013568, 'n': 12, 'trace_an': 0}
-
id: 141709012
{'hecke_orbit_code': 13511073911013568, 'n': 13, 'trace_an': 14588}
-
id: 141709013
{'hecke_orbit_code': 13511073911013568, 'n': 14, 'trace_an': 0}
-
id: 141709014
{'hecke_orbit_code': 13511073911013568, 'n': 15, 'trace_an': -142560}
-
id: 141709015
{'hecke_orbit_code': 13511073911013568, 'n': 16, 'trace_an': 0}
-
id: 141709016
{'hecke_orbit_code': 13511073911013568, 'n': 17, 'trace_an': 0}
-
id: 141709017
{'hecke_orbit_code': 13511073911013568, 'n': 18, 'trace_an': 0}
-
id: 141709018
{'hecke_orbit_code': 13511073911013568, 'n': 19, 'trace_an': -160652}
-
id: 141709019
{'hecke_orbit_code': 13511073911013568, 'n': 20, 'trace_an': 0}
-
id: 141709020
{'hecke_orbit_code': 13511073911013568, 'n': 21, 'trace_an': -315588}
-
id: 141709021
{'hecke_orbit_code': 13511073911013568, 'n': 22, 'trace_an': 0}
-
id: 141709022
{'hecke_orbit_code': 13511073911013568, 'n': 23, 'trace_an': 0}
-
id: 141709023
{'hecke_orbit_code': 13511073911013568, 'n': 24, 'trace_an': 0}
-
id: 141709024
{'hecke_orbit_code': 13511073911013568, 'n': 25, 'trace_an': -1784830}
-
id: 141709025
{'hecke_orbit_code': 13511073911013568, 'n': 26, 'trace_an': 0}
-
id: 141709026
{'hecke_orbit_code': 13511073911013568, 'n': 27, 'trace_an': 946458}
-
id: 141709027
{'hecke_orbit_code': 13511073911013568, 'n': 28, 'trace_an': 0}
-
id: 141709028
{'hecke_orbit_code': 13511073911013568, 'n': 29, 'trace_an': 0}
-
id: 141709029
{'hecke_orbit_code': 13511073911013568, 'n': 30, 'trace_an': 0}
-
id: 141709030
{'hecke_orbit_code': 13511073911013568, 'n': 31, 'trace_an': -871828}
-
id: 141709031
{'hecke_orbit_code': 13511073911013568, 'n': 32, 'trace_an': 0}
-
id: 141709032
{'hecke_orbit_code': 13511073911013568, 'n': 33, 'trace_an': 142560}
-
id: 141709033
{'hecke_orbit_code': 13511073911013568, 'n': 34, 'trace_an': 0}
-
id: 141709034
{'hecke_orbit_code': 13511073911013568, 'n': 35, 'trace_an': 0}
-
id: 141709035
{'hecke_orbit_code': 13511073911013568, 'n': 36, 'trace_an': 0}
-
id: 141709036
{'hecke_orbit_code': 13511073911013568, 'n': 37, 'trace_an': -2318596}
-
id: 141709037
{'hecke_orbit_code': 13511073911013568, 'n': 38, 'trace_an': 0}
-
id: 141709038
{'hecke_orbit_code': 13511073911013568, 'n': 39, 'trace_an': -743988}
-
id: 141709039
{'hecke_orbit_code': 13511073911013568, 'n': 40, 'trace_an': 0}
-
id: 141709040
{'hecke_orbit_code': 13511073911013568, 'n': 41, 'trace_an': 0}
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