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mf_newforms • Show schema
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{'Nk2': 24300, 'analytic_conductor': 122.21358301833817, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 2, 'char_parity': -1, 'char_values': [300, 2, [151, 101, 277], [2, 1, 2]], 'cm_discs': [], 'conrey_index': 101, 'conrey_indexes': [101], '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': [[7, [-3094, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511211349967148, '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': '300.9.g.d', 'level': 300, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '12.9.c.b', 'nf_label': '2.0.440.1', 'prim_orbit_index': 2, 'qexp_display': 'q+(51+\\beta )q^{3}+3094q^{7}+(-1359+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '300.9.g', 'trace_display': [0, 102, 0, 6188], 'trace_hash': 1872706151239965113, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.014', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.929', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.060', 'prec': 17}, {'__RealLiteral__': 0, 'data': '15.191', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [0, 0], [51, 1], [0, 0], [0, 0], [0, 0], [3094, 0], [0, 0], [-1359, 102], [0, 0], [0, 18], [0, 0], [7294, 0], [0, 0], [0, 0], [0, 0], [0, 936], [0, 0], [-80326, 0], [0, 0], [157794, 3094], [0, 0], [0, -1548], [0, 0], [0, 0], [0, 0], [-473229, 3843], [0, 0], [0, 13734], [0, 0], [435914, 0], [0, 0], [-71280, 918], [0, 0], [0, 0], [0, 0], [-1159298, 0], [0, 0], [371994, 7294], [0, 0], [0, 43164], [0, 0], [-990266, 0], [0, 0], [0, 0], [0, 0], [0, -106488], [0, 0], [3808035, 0], [0, 0], [-3706560, 47736], [0, 0], [0, 160038], [0, 0], [0, 0], [0, 0], [-4096626, -80326], [0, 0], [0, -25398], [0, 0], [19369154, 0], [0, 0], [-4204746, 315588], [0, 0], [0, 0], [0, 0], [28024294, 0], [0, 0], [6130080, -78948], [0, 0], [0, 534852], [0, 0], [25230142, 0], [0, 0], [0, 0], [0, 0], [0, 55692], [0, 0], [-63401398, 0], [0, 0], [-39352959, -277236], [0, 0], [0, 755514], [0, 0], [0, 0], [0, 0], [-54386640, 700434], [0, 0], [0, 1244196], [0, 0], [22567636, 0], [0, 0], [22231614, 435914], [0, 0], [0, 0], [0, 0], [-19550306, 0], [0, 0], [-7270560, -24462], [0, 0]], 'ap': [[0, 0], [51, 1], [0, 0], [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': 7, 'field_poly': [110, 0, 1], 'hecke_orbit_code': 13511211349967148, 'hecke_ring_character_values': [[151, [1, 0]], [101, [-1, 0]], [277, [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': '300.9.g.d', 'level': 300, 'maxp': 997, 'weight': 9}
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mf_newspaces • Show schema
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{'Nk2': 24300, 'analytic_conductor': 122.21358301833817, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 2, 'char_parity': -1, 'char_values': [300, 2, [151, 101, 277], [2, 1, 2]], 'conrey_index': 101, 'cusp_dim': 462, 'dim': 51, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 412467855660, 'hecke_orbit_dims': [1, 1, 1, 2, 10, 10, 10, 16], 'label': '300.9.g', 'level': 300, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 498, 'mf_new_dim': 51, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 51, 'sturm_bound': 540, 'trace_bound': 7, 'trace_display': [0, -91, 0, -1994], 'traces': [51, 0, -91, 0, 0, 0, -1994, 0, -1939, 0, 0, 0, 54466, 0, 0, 0, 0, 0, -323276, 0, -274396, 0, 0, 0, 0, 0, 93869, 0, 0, 0, 1220744, 0, -1440060, 0, 0, 0, -882062, 0, 3798264, 0, 0, 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0, 1151448573240, 0, 0, 0, 3478724390400, 0, -2134003410196, 0, 0, 0, -1315624181942, 0, -368537569600, 0, 0, 0, -567216824040, 0, 0, 0, 0, 0, 1968545293264, 0, -1202174143326, 0, 0, 0, 0, 0, 2350452418918, 0, 0, 0, 575659523970, 0, -612821194440, 0, 0, 0, -3007172176994, 0, 1380758062424, 0, 0, 0, 1137383007840, 0, 0, 0, 0, 0, 3898024531808, 0, 826266020900, 0, 0, 0, 0, 0, 2983120274160, 0, 0, 0, 3859963323195, 0, -1833704872440, 0, 0, 0, -3733024495802, 0, -1982788318950, 0, 0, 0, 403118667932, 0, 0, 0, 0, 0, 5797632928900, 0, -3050503768576, 0, 0, 0, 0, 0, 5275159467840, 0, 0, 0, -1877375435656, 0, 597123256018, 0, 0, 0, -5379428753102, 0, -7090650314398, 0], 'weight': 9, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 233102
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '300.9.g.d', 'source_level': 300, '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': '5.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 233103
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '300.9.g.d', 'source_level': 300, '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': '15.d', 'twisting_char_orbit': 4, 'weight': 9}
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id: 233104
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '300.9.g.d', 'source_level': 300, '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': '20.d', 'twisting_char_orbit': 4, 'weight': 9}
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id: 233105
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '300.9.g.d', 'source_level': 300, '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': '60.h', 'twisting_char_orbit': 8, 'weight': 9}
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id: 233106
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '300.9.g.d', 'source_level': 300, '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': '40.e', 'twisting_char_orbit': 5, 'weight': 9}
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id: 233107
{'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '300.9.g.d', 'source_level': 300, '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': '120.m', 'twisting_char_orbit': 13, 'weight': 9}
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id: 233108
{'conductor': 40, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '300.9.g.d', 'source_level': 300, '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': '40.f', 'twisting_char_orbit': 6, 'weight': 9}
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id: 233109
{'conductor': 120, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '300.9.g.d', 'source_level': 300, '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': '120.i', 'twisting_char_orbit': 9, 'weight': 9}
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id: 233110
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '300.9.g.d', 'source_level': 300, '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': '5.c', 'twisting_char_orbit': 3, 'weight': 9}
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id: 233111
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '300.9.g.d', 'source_level': 300, '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': '15.e', 'twisting_char_orbit': 5, 'weight': 9}
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id: 233112
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 7, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '300.9.g.d', 'source_level': 300, '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': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
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id: 233113
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '300.9.g.d', 'source_level': 300, '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': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 233114
{'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '300.9.g.d', 'source_level': 300, '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': '45.h', 'twisting_char_orbit': 8, 'weight': 9}
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id: 233115
{'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 2, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '300.9.g.d', 'source_level': 300, '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': '45.j', 'twisting_char_orbit': 10, 'weight': 9}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 671450
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511211349967148, 'p': 2}
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id: 671451
{'charpoly_factorization': [[[6561, -102, 1], 1]], 'hecke_orbit_code': 13511211349967148, 'p': 3}
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id: 671452
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13511211349967148, 'p': 5}
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id: 671453
{'charpoly_factorization': [[[-3094, 1], 2]], 'hecke_orbit_code': 13511211349967148, 'p': 7}
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id: 671454
{'charpoly_factorization': [[[1283040, 0, 1], 1]], 'hecke_orbit_code': 13511211349967148, 'p': 11}
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id: 671455
{'charpoly_factorization': [[[-7294, 1], 2]], 'hecke_orbit_code': 13511211349967148, 'p': 13}
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id: 671456
{'charpoly_factorization': [[[3469340160, 0, 1], 1]], 'hecke_orbit_code': 13511211349967148, 'p': 17}
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id: 671457
{'charpoly_factorization': [[[80326, 1], 2]], 'hecke_orbit_code': 13511211349967148, 'p': 19}
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id: 671458
{'charpoly_factorization': [[[9489363840, 0, 1], 1]], 'hecke_orbit_code': 13511211349967148, 'p': 23}
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id: 671459
{'charpoly_factorization': [[[746946113760, 0, 1], 1]], 'hecke_orbit_code': 13511211349967148, 'p': 29}
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id: 671460
{'charpoly_factorization': [[[-435914, 1], 2]], 'hecke_orbit_code': 13511211349967148, 'p': 31}
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id: 671461
{'charpoly_factorization': [[[1159298, 1], 2]], 'hecke_orbit_code': 13511211349967148, 'p': 37}
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id: 671462
{'charpoly_factorization': [[[7377998348160, 0, 1], 1]], 'hecke_orbit_code': 13511211349967148, 'p': 41}
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id: 671463
{'charpoly_factorization': [[[990266, 1], 2]], 'hecke_orbit_code': 13511211349967148, 'p': 43}
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id: 671464
{'charpoly_factorization': [[[44905188810240, 0, 1], 1]], 'hecke_orbit_code': 13511211349967148, 'p': 47}
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id: 671465
{'charpoly_factorization': [[[101424159318240, 0, 1], 1]], 'hecke_orbit_code': 13511211349967148, 'p': 53}
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id: 671466
{'charpoly_factorization': [[[2554431279840, 0, 1], 1]], 'hecke_orbit_code': 13511211349967148, 'p': 59}
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id: 671467
{'charpoly_factorization': [[[-19369154, 1], 2]], 'hecke_orbit_code': 13511211349967148, 'p': 61}
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id: 671468
{'charpoly_factorization': [[[-28024294, 1], 2]], 'hecke_orbit_code': 13511211349967148, 'p': 67}
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id: 671469
{'charpoly_factorization': [[[1132823981139840, 0, 1], 1]], 'hecke_orbit_code': 13511211349967148, 'p': 71}
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id: 671470
{'charpoly_factorization': [[[-25230142, 1], 2]], 'hecke_orbit_code': 13511211349967148, 'p': 73}
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id: 671471
{'charpoly_factorization': [[[63401398, 1], 2]], 'hecke_orbit_code': 13511211349967148, 'p': 79}
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id: 671472
{'charpoly_factorization': [[[2260373560616160, 0, 1], 1]], 'hecke_orbit_code': 13511211349967148, 'p': 83}
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id: 671473
{'charpoly_factorization': [[[6130173798207360, 0, 1], 1]], 'hecke_orbit_code': 13511211349967148, 'p': 89}
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id: 671474
{'charpoly_factorization': [[[19550306, 1], 2]], 'hecke_orbit_code': 13511211349967148, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 7, 'hecke_orbit': 4, 'label': '300.9.g.d', 'level': 300, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 142730000
{'hecke_orbit_code': 13511211349967148, 'n': 1, 'trace_an': 2}
-
id: 142730001
{'hecke_orbit_code': 13511211349967148, 'n': 2, 'trace_an': 0}
-
id: 142730002
{'hecke_orbit_code': 13511211349967148, 'n': 3, 'trace_an': 102}
-
id: 142730003
{'hecke_orbit_code': 13511211349967148, 'n': 4, 'trace_an': 0}
-
id: 142730004
{'hecke_orbit_code': 13511211349967148, 'n': 5, 'trace_an': 0}
-
id: 142730005
{'hecke_orbit_code': 13511211349967148, 'n': 6, 'trace_an': 0}
-
id: 142730006
{'hecke_orbit_code': 13511211349967148, 'n': 7, 'trace_an': 6188}
-
id: 142730007
{'hecke_orbit_code': 13511211349967148, 'n': 8, 'trace_an': 0}
-
id: 142730008
{'hecke_orbit_code': 13511211349967148, 'n': 9, 'trace_an': -2718}
-
id: 142730009
{'hecke_orbit_code': 13511211349967148, 'n': 10, 'trace_an': 0}
-
id: 142730010
{'hecke_orbit_code': 13511211349967148, 'n': 11, 'trace_an': 0}
-
id: 142730011
{'hecke_orbit_code': 13511211349967148, 'n': 12, 'trace_an': 0}
-
id: 142730012
{'hecke_orbit_code': 13511211349967148, 'n': 13, 'trace_an': 14588}
-
id: 142730013
{'hecke_orbit_code': 13511211349967148, 'n': 14, 'trace_an': 0}
-
id: 142730014
{'hecke_orbit_code': 13511211349967148, 'n': 15, 'trace_an': 0}
-
id: 142730015
{'hecke_orbit_code': 13511211349967148, 'n': 16, 'trace_an': 0}
-
id: 142730016
{'hecke_orbit_code': 13511211349967148, 'n': 17, 'trace_an': 0}
-
id: 142730017
{'hecke_orbit_code': 13511211349967148, 'n': 18, 'trace_an': 0}
-
id: 142730018
{'hecke_orbit_code': 13511211349967148, 'n': 19, 'trace_an': -160652}
-
id: 142730019
{'hecke_orbit_code': 13511211349967148, 'n': 20, 'trace_an': 0}
-
id: 142730020
{'hecke_orbit_code': 13511211349967148, 'n': 21, 'trace_an': 315588}
-
id: 142730021
{'hecke_orbit_code': 13511211349967148, 'n': 22, 'trace_an': 0}
-
id: 142730022
{'hecke_orbit_code': 13511211349967148, 'n': 23, 'trace_an': 0}
-
id: 142730023
{'hecke_orbit_code': 13511211349967148, 'n': 24, 'trace_an': 0}
-
id: 142730024
{'hecke_orbit_code': 13511211349967148, 'n': 25, 'trace_an': 0}
-
id: 142730025
{'hecke_orbit_code': 13511211349967148, 'n': 26, 'trace_an': 0}
-
id: 142730026
{'hecke_orbit_code': 13511211349967148, 'n': 27, 'trace_an': -946458}
-
id: 142730027
{'hecke_orbit_code': 13511211349967148, 'n': 28, 'trace_an': 0}
-
id: 142730028
{'hecke_orbit_code': 13511211349967148, 'n': 29, 'trace_an': 0}
-
id: 142730029
{'hecke_orbit_code': 13511211349967148, 'n': 30, 'trace_an': 0}
-
id: 142730030
{'hecke_orbit_code': 13511211349967148, 'n': 31, 'trace_an': 871828}
-
id: 142730031
{'hecke_orbit_code': 13511211349967148, 'n': 32, 'trace_an': 0}
-
id: 142730032
{'hecke_orbit_code': 13511211349967148, 'n': 33, 'trace_an': -142560}
-
id: 142730033
{'hecke_orbit_code': 13511211349967148, 'n': 34, 'trace_an': 0}
-
id: 142730034
{'hecke_orbit_code': 13511211349967148, 'n': 35, 'trace_an': 0}
-
id: 142730035
{'hecke_orbit_code': 13511211349967148, 'n': 36, 'trace_an': 0}
-
id: 142730036
{'hecke_orbit_code': 13511211349967148, 'n': 37, 'trace_an': -2318596}
-
id: 142730037
{'hecke_orbit_code': 13511211349967148, 'n': 38, 'trace_an': 0}
-
id: 142730038
{'hecke_orbit_code': 13511211349967148, 'n': 39, 'trace_an': 743988}
-
id: 142730039
{'hecke_orbit_code': 13511211349967148, 'n': 40, 'trace_an': 0}
-
id: 142730040
{'hecke_orbit_code': 13511211349967148, 'n': 41, 'trace_an': 0}
-
id: 142730041
{'hecke_orbit_code': 13511211349967148, 'n': 42, 'trace_an': 0}
-
id: 142730042
{'hecke_orbit_code': 13511211349967148, 'n': 43, 'trace_an': -1980532}
-
id: 142730043
{'hecke_orbit_code': 13511211349967148, 'n': 44, 'trace_an': 0}
-
id: 142730044
{'hecke_orbit_code': 13511211349967148, 'n': 45, 'trace_an': 0}
-
id: 142730045
{'hecke_orbit_code': 13511211349967148, 'n': 46, 'trace_an': 0}
-
id: 142730046
{'hecke_orbit_code': 13511211349967148, 'n': 47, 'trace_an': 0}
-
id: 142730047
{'hecke_orbit_code': 13511211349967148, 'n': 48, 'trace_an': 0}
-
id: 142730048
{'hecke_orbit_code': 13511211349967148, 'n': 49, 'trace_an': 7616070}
-
id: 142730049
{'hecke_orbit_code': 13511211349967148, 'n': 50, 'trace_an': 0}
-
id: 142730050
{'hecke_orbit_code': 13511211349967148, 'n': 51, 'trace_an': -7413120}
-
id: 142730051
{'hecke_orbit_code': 13511211349967148, 'n': 52, 'trace_an': 0}
-
id: 142730052
{'hecke_orbit_code': 13511211349967148, 'n': 53, 'trace_an': 0}
-
id: 142730053
{'hecke_orbit_code': 13511211349967148, 'n': 54, 'trace_an': 0}
-
id: 142730054
{'hecke_orbit_code': 13511211349967148, 'n': 55, 'trace_an': 0}
-
id: 142730055
{'hecke_orbit_code': 13511211349967148, 'n': 56, 'trace_an': 0}
-
id: 142730056
{'hecke_orbit_code': 13511211349967148, 'n': 57, 'trace_an': -8193252}
-
id: 142730057
{'hecke_orbit_code': 13511211349967148, 'n': 58, 'trace_an': 0}
-
id: 142730058
{'hecke_orbit_code': 13511211349967148, 'n': 59, 'trace_an': 0}
-
id: 142730059
{'hecke_orbit_code': 13511211349967148, 'n': 60, 'trace_an': 0}
-
id: 142730060
{'hecke_orbit_code': 13511211349967148, 'n': 61, 'trace_an': 38738308}
-
id: 142730061
{'hecke_orbit_code': 13511211349967148, 'n': 62, 'trace_an': 0}
-
id: 142730062
{'hecke_orbit_code': 13511211349967148, 'n': 63, 'trace_an': -8409492}
-
id: 142730063
{'hecke_orbit_code': 13511211349967148, 'n': 64, 'trace_an': 0}
-
id: 142730064
{'hecke_orbit_code': 13511211349967148, 'n': 65, 'trace_an': 0}
-
id: 142730065
{'hecke_orbit_code': 13511211349967148, 'n': 66, 'trace_an': 0}
-
id: 142730066
{'hecke_orbit_code': 13511211349967148, 'n': 67, 'trace_an': 56048588}
-
id: 142730067
{'hecke_orbit_code': 13511211349967148, 'n': 68, 'trace_an': 0}
-
id: 142730068
{'hecke_orbit_code': 13511211349967148, 'n': 69, 'trace_an': 12260160}
-
id: 142730069
{'hecke_orbit_code': 13511211349967148, 'n': 70, 'trace_an': 0}
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