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mf_newforms • Show schema
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{'Nk2': 507, 'analytic_conductor': 2.7419814518288566, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [3, 2, [2], [1]], 'cm_discs': [-3], 'conrey_index': 2, 'conrey_indexes': [2], '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, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68937580547, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '3.13.b.a', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.13.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+3^{6}q^{3}+2^{12}q^{4}-153502q^{7}+3^{12}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '12.2.1.d2', 'self_twist_discs': [-3], 'self_twist_type': 1, 'space_label': '3.13.b', 'trace_display': [0, 729, 0, -153502], 'trace_hash': 1875391875636455913, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.964', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.870', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.546', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [1, 0, 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mf_hecke_nf • Show schema
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{'an': [[1], [0], [729], [4096], [0], [0], [-153502], [0], [531441], [0], [0], [2985984], [-9397582], [0], [0], [16777216], [0], [0], [17886962], [0], [-111902958], [0], [0], [0], [244140625], [0], [387420489], [-628744192], [0], [0], [-530187838], [0], [0], [0], [0], [2176782336], [2826257618], [0], [-6850837278], [0], [0], [0], [-235885102], [0], [0], [0], [0], [12230590464], [9721576803], [0], [0], [-38492495872], [0], [0], [0], [0], [13039595298], [0], [0], [0], [74063873522], [0], [-81577256382], [68719476736], [0], [0], [-151031344462], [0], [0], [0], [0], [0], [104459767778], [0], [177978515625], [73264996352], [0], [0], [-444304748158], [0], [282429536481], [0], [0], [-458354515968], [0], [0], [0], [0], [0], [0], [1442547632164], [0], [-386506933902], [0], [0], [0], [-1662757858942], [0], [0], [1000000000000]], 'ap': [[0], [729], [0], [-153502], [0], [-9397582], [0], [17886962], [0], [0], [-530187838], [2826257618], [0], [-235885102], [0], [0], [0], [74063873522], [-151031344462], [0], [104459767778], [-444304748158], [0], [0], [-1662757858942], [0], [-1118097306142], [0], [1366607576882], [0], [7229451168578], [0], [0], [-12826042472878], [0], [-9035874338398], [20212693942898], [-29109402123982], [0], [0], [0], [-70313997302638], [0], [67083975818498], [0], [11619642434402], [133168231188722], [-106463554876222], [0], [-271843754560558], [0], [0], [307204056694082], [0], [0], [0], [0], [740164217869442], [-213505833091822], [0], [-832250053790062], [0], [1388190642589298], [0], [-369604242300382], [0], [2488476901070162], [-200526329150782], [0], [-373350072185998], [0], [0], [1517360408718338], [-3011372587392622], [-4688738421035758], [0], [0], [7477782720263858], [0], [-4623171010305118], [0], [9736942483653842], [0], [11047944506953538], [-11451808024282078], [0], [0], [-17358047953987102], [0], [17447495440991618], [0], [0], [15675581435675618], [0], [-30500335309625998], [0], [0], [0], [-21006600313359022], [-11093332968965518], [51820420656369458], [0], [0], [0], [-40039288445061358], [-68826701019009022], [0], [0], [0], [85903354627927202], [29850323959624898], [-81066147128641582], [0], [-56720282925000238], [122658064888937762], [0], [-12820719900001102], [0], [0], [0], [-141821666393687278], [-184856015190397822], [0], [0], [-56461867159435918], [0], [98474179887654482], [0], [130178110016930978], [4695500854817138], [-294328635627433678], [0], [-270526059225676798], [349823128805828498], [0], [375466157966914562], [0], [350484831237720818], [0], [0], [-335751729990047278], [0], [310814069601593378], [0], [70270414796640242], [0], [110659453911626258], [0], [-720711917046641518], [0], [449515578374147378], [0], [-46858732317515662], [0], [-844781006288432302], [0], [1181299028812025762], [0], [708699746663397218], [0], [0], [0], [-1154272293085320862], [0], [0], [0], [-1876059794018329918], [-650343532720989742]], 'char_orbit_index': 2, 'field_poly': [0, 1], 'hecke_orbit_code': 68937580547, 'hecke_ring_character_values': [[2, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '3.13.b.a', 'level': 3, 'maxp': 997, 'weight': 13}
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mf_newspaces • Show schema
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{'Nk2': 507, 'analytic_conductor': 2.7419814518288566, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [3, 2, [2], [1]], 'conrey_index': 2, 'cusp_dim': 3, 'dim': 3, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68937580547, 'hecke_orbit_dims': [1, 2], 'label': '3.13.b', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 5, 'mf_new_dim': 5, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 3, 'sturm_bound': 4, 'trace_bound': 1, 'trace_display': [0, -621, 0, -73002], 'traces': [3, 0, -621, -4560, 0, 50544, -73002, 0, 1291059, -3875040, 0, 8828784, -6829482, 0, 11625120, -14769024, 0, -68234400, 124574118, 0, -166240458, 213127200, 0, -11726208, -158837325, 0, 79381539, -977148192, 0, 2615652000, -397135434, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 787
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.13.b.a', 'source_level': 3, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.13.b.a', 'target_level': 3, 'twist_class_label': '3.13.b.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 13}
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id: 788
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -3, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.13.b.a', 'source_level': 3, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.13.b.a', 'target_level': 3, 'twist_class_label': '3.13.b.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 13}
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id: 789
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.13.b.a', 'source_level': 3, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '48.13.e.a', 'target_level': 48, 'twist_class_label': '3.13.b.a', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 13}
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id: 790
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.13.b.a', 'source_level': 3, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '48.13.e.a', 'target_level': 48, 'twist_class_label': '3.13.b.a', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 13}
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id: 791
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.13.b.a', 'source_level': 3, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.13.c.a', 'target_level': 75, 'twist_class_label': '3.13.b.a', 'twist_class_level': 3, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 13}
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id: 792
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.13.b.a', 'source_level': 3, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.13.c.a', 'target_level': 75, 'twist_class_label': '3.13.b.a', 'twist_class_level': 3, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 13}
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id: 793
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.13.b.a', 'source_level': 3, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.13.d.a', 'target_level': 75, 'twist_class_label': '3.13.b.a', 'twist_class_level': 3, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 13}
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id: 794
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.13.b.a', 'source_level': 3, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '75.13.d.a', 'target_level': 75, 'twist_class_label': '3.13.b.a', 'twist_class_level': 3, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 13}
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id: 795
{'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.13.b.a', 'source_level': 3, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.13.d.a', 'target_level': 81, 'twist_class_label': '3.13.b.a', 'twist_class_level': 3, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 13}
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id: 796
{'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.13.b.a', 'source_level': 3, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '81.13.d.a', 'target_level': 81, 'twist_class_label': '3.13.b.a', 'twist_class_level': 3, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 13}
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id: 797
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.13.b.a', 'source_level': 3, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '192.13.e.a', 'target_level': 192, 'twist_class_label': '3.13.b.a', 'twist_class_level': 3, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 13}
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id: 798
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.13.b.a', 'source_level': 3, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '192.13.e.a', 'target_level': 192, 'twist_class_label': '3.13.b.a', 'twist_class_level': 3, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 13}
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id: 799
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.13.b.a', 'source_level': 3, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '192.13.e.b', 'target_level': 192, 'twist_class_label': '3.13.b.a', 'twist_class_level': 3, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 13}
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id: 800
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.13.b.a', 'source_level': 3, 'target_char_orbit': 5, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '192.13.e.b', 'target_level': 192, 'twist_class_label': '3.13.b.a', 'twist_class_level': 3, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 13}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 8875
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 2}
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id: 8876
{'charpoly_factorization': [[[-729, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 3}
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id: 8877
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 5}
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id: 8878
{'charpoly_factorization': [[[153502, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 7}
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id: 8879
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 11}
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id: 8880
{'charpoly_factorization': [[[9397582, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 13}
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id: 8881
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 17}
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id: 8882
{'charpoly_factorization': [[[-17886962, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 19}
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id: 8883
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 23}
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id: 8884
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 29}
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id: 8885
{'charpoly_factorization': [[[530187838, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 31}
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id: 8886
{'charpoly_factorization': [[[-2826257618, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 37}
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id: 8887
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 41}
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id: 8888
{'charpoly_factorization': [[[235885102, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 43}
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id: 8889
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 47}
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id: 8890
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 53}
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id: 8891
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 59}
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id: 8892
{'charpoly_factorization': [[[-74063873522, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 61}
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id: 8893
{'charpoly_factorization': [[[151031344462, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 67}
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id: 8894
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 71}
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id: 8895
{'charpoly_factorization': [[[-104459767778, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 73}
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id: 8896
{'charpoly_factorization': [[[444304748158, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 79}
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id: 8897
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 83}
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id: 8898
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 89}
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id: 8899
{'charpoly_factorization': [[[1662757858942, 1], 1]], 'hecke_orbit_code': 68937580547, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '3.13.b.a', 'level': 3, 'portrait': 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', 'weight': 13}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 19964000
{'hecke_orbit_code': 68937580547, 'n': 1, 'trace_an': 1}
-
id: 19964001
{'hecke_orbit_code': 68937580547, 'n': 2, 'trace_an': 0}
-
id: 19964002
{'hecke_orbit_code': 68937580547, 'n': 3, 'trace_an': 729}
-
id: 19964003
{'hecke_orbit_code': 68937580547, 'n': 4, 'trace_an': 4096}
-
id: 19964004
{'hecke_orbit_code': 68937580547, 'n': 5, 'trace_an': 0}
-
id: 19964005
{'hecke_orbit_code': 68937580547, 'n': 6, 'trace_an': 0}
-
id: 19964006
{'hecke_orbit_code': 68937580547, 'n': 7, 'trace_an': -153502}
-
id: 19964007
{'hecke_orbit_code': 68937580547, 'n': 8, 'trace_an': 0}
-
id: 19964008
{'hecke_orbit_code': 68937580547, 'n': 9, 'trace_an': 531441}
-
id: 19964009
{'hecke_orbit_code': 68937580547, 'n': 10, 'trace_an': 0}
-
id: 19964010
{'hecke_orbit_code': 68937580547, 'n': 11, 'trace_an': 0}
-
id: 19964011
{'hecke_orbit_code': 68937580547, 'n': 12, 'trace_an': 2985984}
-
id: 19964012
{'hecke_orbit_code': 68937580547, 'n': 13, 'trace_an': -9397582}
-
id: 19964013
{'hecke_orbit_code': 68937580547, 'n': 14, 'trace_an': 0}
-
id: 19964014
{'hecke_orbit_code': 68937580547, 'n': 15, 'trace_an': 0}
-
id: 19964015
{'hecke_orbit_code': 68937580547, 'n': 16, 'trace_an': 16777216}
-
id: 19964016
{'hecke_orbit_code': 68937580547, 'n': 17, 'trace_an': 0}
-
id: 19964017
{'hecke_orbit_code': 68937580547, 'n': 18, 'trace_an': 0}
-
id: 19964018
{'hecke_orbit_code': 68937580547, 'n': 19, 'trace_an': 17886962}
-
id: 19964019
{'hecke_orbit_code': 68937580547, 'n': 20, 'trace_an': 0}
-
id: 19964020
{'hecke_orbit_code': 68937580547, 'n': 21, 'trace_an': -111902958}
-
id: 19964021
{'hecke_orbit_code': 68937580547, 'n': 22, 'trace_an': 0}
-
id: 19964022
{'hecke_orbit_code': 68937580547, 'n': 23, 'trace_an': 0}
-
id: 19964023
{'hecke_orbit_code': 68937580547, 'n': 24, 'trace_an': 0}
-
id: 19964024
{'hecke_orbit_code': 68937580547, 'n': 25, 'trace_an': 244140625}
-
id: 19964025
{'hecke_orbit_code': 68937580547, 'n': 26, 'trace_an': 0}
-
id: 19964026
{'hecke_orbit_code': 68937580547, 'n': 27, 'trace_an': 387420489}
-
id: 19964027
{'hecke_orbit_code': 68937580547, 'n': 28, 'trace_an': -628744192}
-
id: 19964028
{'hecke_orbit_code': 68937580547, 'n': 29, 'trace_an': 0}
-
id: 19964029
{'hecke_orbit_code': 68937580547, 'n': 30, 'trace_an': 0}
-
id: 19964030
{'hecke_orbit_code': 68937580547, 'n': 31, 'trace_an': -530187838}
-
id: 19964031
{'hecke_orbit_code': 68937580547, 'n': 32, 'trace_an': 0}
-
id: 19964032
{'hecke_orbit_code': 68937580547, 'n': 33, 'trace_an': 0}
-
id: 19964033
{'hecke_orbit_code': 68937580547, 'n': 34, 'trace_an': 0}
-
id: 19964034
{'hecke_orbit_code': 68937580547, 'n': 35, 'trace_an': 0}
-
id: 19964035
{'hecke_orbit_code': 68937580547, 'n': 36, 'trace_an': 2176782336}
-
id: 19964036
{'hecke_orbit_code': 68937580547, 'n': 37, 'trace_an': 2826257618}
-
id: 19964037
{'hecke_orbit_code': 68937580547, 'n': 38, 'trace_an': 0}
-
id: 19964038
{'hecke_orbit_code': 68937580547, 'n': 39, 'trace_an': -6850837278}
-
id: 19964039
{'hecke_orbit_code': 68937580547, 'n': 40, 'trace_an': 0}
-
id: 19964040
{'hecke_orbit_code': 68937580547, 'n': 41, 'trace_an': 0}
-
id: 19964041
{'hecke_orbit_code': 68937580547, 'n': 42, 'trace_an': 0}
-
id: 19964042
{'hecke_orbit_code': 68937580547, 'n': 43, 'trace_an': -235885102}
-
id: 19964043
{'hecke_orbit_code': 68937580547, 'n': 44, 'trace_an': 0}
-
id: 19964044
{'hecke_orbit_code': 68937580547, 'n': 45, 'trace_an': 0}
-
id: 19964045
{'hecke_orbit_code': 68937580547, 'n': 46, 'trace_an': 0}
-
id: 19964046
{'hecke_orbit_code': 68937580547, 'n': 47, 'trace_an': 0}
-
id: 19964047
{'hecke_orbit_code': 68937580547, 'n': 48, 'trace_an': 12230590464}
-
id: 19964048
{'hecke_orbit_code': 68937580547, 'n': 49, 'trace_an': 9721576803}
-
id: 19964049
{'hecke_orbit_code': 68937580547, 'n': 50, 'trace_an': 0}
-
id: 19964050
{'hecke_orbit_code': 68937580547, 'n': 51, 'trace_an': 0}
-
id: 19964051
{'hecke_orbit_code': 68937580547, 'n': 52, 'trace_an': -38492495872}
-
id: 19964052
{'hecke_orbit_code': 68937580547, 'n': 53, 'trace_an': 0}
-
id: 19964053
{'hecke_orbit_code': 68937580547, 'n': 54, 'trace_an': 0}
-
id: 19964054
{'hecke_orbit_code': 68937580547, 'n': 55, 'trace_an': 0}
-
id: 19964055
{'hecke_orbit_code': 68937580547, 'n': 56, 'trace_an': 0}
-
id: 19964056
{'hecke_orbit_code': 68937580547, 'n': 57, 'trace_an': 13039595298}
-
id: 19964057
{'hecke_orbit_code': 68937580547, 'n': 58, 'trace_an': 0}
-
id: 19964058
{'hecke_orbit_code': 68937580547, 'n': 59, 'trace_an': 0}
-
id: 19964059
{'hecke_orbit_code': 68937580547, 'n': 60, 'trace_an': 0}
-
id: 19964060
{'hecke_orbit_code': 68937580547, 'n': 61, 'trace_an': 74063873522}
-
id: 19964061
{'hecke_orbit_code': 68937580547, 'n': 62, 'trace_an': 0}
-
id: 19964062
{'hecke_orbit_code': 68937580547, 'n': 63, 'trace_an': -81577256382}
-
id: 19964063
{'hecke_orbit_code': 68937580547, 'n': 64, 'trace_an': 68719476736}
-
id: 19964064
{'hecke_orbit_code': 68937580547, 'n': 65, 'trace_an': 0}
-
id: 19964065
{'hecke_orbit_code': 68937580547, 'n': 66, 'trace_an': 0}
-
id: 19964066
{'hecke_orbit_code': 68937580547, 'n': 67, 'trace_an': -151031344462}
-
id: 19964067
{'hecke_orbit_code': 68937580547, 'n': 68, 'trace_an': 0}
-
id: 19964068
{'hecke_orbit_code': 68937580547, 'n': 69, 'trace_an': 0}
-
id: 19964069
{'hecke_orbit_code': 68937580547, 'n': 70, 'trace_an': 0}
-
id: 19964070
{'hecke_orbit_code': 68937580547, 'n': 71, 'trace_an': 0}
-
id: 19964071
{'hecke_orbit_code': 68937580547, 'n': 72, 'trace_an': 0}
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