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{'Nk2': 12100, 'analytic_conductor': 63.535725267372406, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 20, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [100, 2, [51, 77], [1, 1]], 'cm_discs': [], 'conrey_index': 99, 'dim': 40, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [2260357211933581654165098764195295923404800000, 0, -8370092026305525697193120120638201036800000, 0, 2344243089583287569580334319316551270400, 0, -231901938813815011164683747310796800, 0, 11187302635605863060647401000960, 0, -301571240446873385039969280, 0, 4821651003865469342976, 0, -46435851366897024, 0, 262615424816, 0, -797924, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007405597720676, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 4, 2, -1, 2, 0], [1, 1, 5, 2, 1, 2, 0], [1, 1, 20, 4, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '100.11.d.c', 'level': 100, '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, 5], 'level_radical': 10, 'minimal_twist': '20.11.b.a', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 40, 'rm_discs': [], 'sato_tate_group': '10.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '100.11.d', 'trace_display': [0, 0, 0, 0], 'traces': [40, 0, 0, 1288, 0, -29568, 0, 0, 829736, 0, 0, 0, 0, 4481008, 0, 8522720, 0, 0, 0, 0, 8315024, 0, 0, 38224288, 0, 50133768, 0, 0, 132029776, 0, 0, 0, 0, 54472168, 0, 710912952, 0, 0, 0, 0, 954812320, 0, 0, -678282080, 0, -1795098608, 0, 0, -667544024, 0, 0, 0, 0, -1412279584, 0, -2724580448, 0, 0, 0, 0, -8566332160, 0, 0, -680918912, 0, 3768063520, 0, 0, 10643339856, 0, 0, 0, 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label 100.11.d.c does not appear in mf_hecke_nf
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mf_newspaces • Show schema
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{'Nk2': 12100, 'analytic_conductor': 63.535725267372406, 'char_conductor': 20, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [100, 2, [51, 77], [1, 1]], 'conrey_index': 99, 'cusp_dim': 144, 'dim': 88, 'eis_dim': 12, 'eis_new_dim': 4, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 206342979684, 'hecke_orbit_dims': [8, 40, 40], 'label': '100.11.d', 'level': 100, '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, 5], 'level_radical': 10, 'mf_dim': 156, 'mf_new_dim': 92, 'num_forms': 3, 'prim_orbit_index': 4, 'relative_dim': 88, 'sturm_bound': 165, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [88, 0, 0, -1218, 0, 6906, 0, 0, 1653376, 0, 0, 0, 0, 131444, 0, 2290338, 0, 0, 0, 0, -5671088, 0, 0, -30494206, 0, 6119520, 0, 0, 26052464, 0, 0, 0, 0, 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299581042949376, 0, 0, 3117832523196840, 0, 5133183491557006, 0, 0, 6897229277998288, 0, 0, 0, 0, -5377594255804912, 0, 2522479806334756, 0, 0, 0, 0, 250885981543440, 0, 0, -2059245486096330, 0, -2224141599679700, 0, 0, -8710119658201248, 0, 0, 0, 0, -5871332217167930, 0, -5731978120874424, 0, 0, 0, 0, -4435501247183288, 0, 0, -2083667959309900, 0, 12367929300873656, 0, 0, 8534426030294464, 0, 0, 0, 0, -6185482854406256, 0, -13799595193539280, 0, 0, 0, 0, 3234301108778576, 0, 0, 3062468478109800, 0, 807254837177600, 0, 0, -6622705348055760, 0, 0, 0, 0, 5430905334312320, 0, -300384438207600, 0, 0, 0, 0, -2519347047263112, 0, 0, 7350557350523614, 0, 11602698754300824, 0, 0, 9970706302814200, 0, 0, 0, 0, 2538342670292644, 0, -13903683837372724, 0, 0, 0, 0, 6839646991059088, 0, 0, 6681135237383938, 0, 13588557647083840, 0, 0, -12146432886268112, 0, 0, 0, 0, -2285036686606000, 0, -4643679030413538, 0, 0, 0, 0], 'weight': 11, 'weight_parity': -1}
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mf_twists_nf • Show schema
Hide schema
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id: 90474
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 40, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '100.11.d.c', 'source_level': 100, 'target_char_orbit': 2, 'target_dim': 20, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '20.11.b.a', 'target_level': 20, 'twist_class_label': '20.11.b.a', 'twist_class_level': 20, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 11}
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id: 90475
{'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 40, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '100.11.d.c', 'source_level': 100, 'target_char_orbit': 2, 'target_dim': 20, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '20.11.b.a', 'target_level': 20, 'twist_class_label': '20.11.b.a', 'twist_class_level': 20, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 11}
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id: 90476
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 40, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '100.11.d.c', 'source_level': 100, 'target_char_orbit': 2, 'target_dim': 20, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '100.11.b.e', 'target_level': 100, 'twist_class_label': '20.11.b.a', 'twist_class_level': 20, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 11}
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id: 90477
{'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 40, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '100.11.d.c', 'source_level': 100, 'target_char_orbit': 2, 'target_dim': 20, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '100.11.b.e', 'target_level': 100, 'twist_class_label': '20.11.b.a', 'twist_class_level': 20, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 11}
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id: 90478
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 40, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '100.11.d.c', 'source_level': 100, 'target_char_orbit': 4, 'target_dim': 40, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '100.11.d.c', 'target_level': 100, 'twist_class_label': '20.11.b.a', 'twist_class_level': 20, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
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id: 90479
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 40, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '100.11.d.c', 'source_level': 100, 'target_char_orbit': 4, 'target_dim': 40, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '100.11.d.c', 'target_level': 100, 'twist_class_label': '20.11.b.a', 'twist_class_level': 20, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 11}
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id: 90480
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 40, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '100.11.d.c', 'source_level': 100, 'target_char_orbit': 4, 'target_dim': 40, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '100.11.d.c', 'target_level': 100, 'twist_class_label': '20.11.b.a', 'twist_class_level': 20, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 11}
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id: 90481
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 40, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '100.11.d.c', 'source_level': 100, 'target_char_orbit': 4, 'target_dim': 40, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '100.11.d.c', 'target_level': 100, 'twist_class_label': '20.11.b.a', 'twist_class_level': 20, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 11}
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id: 90482
{'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 40, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '100.11.d.c', 'source_level': 100, 'target_char_orbit': 3, 'target_dim': 20, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '180.11.c.a', 'target_level': 180, 'twist_class_label': '20.11.b.a', 'twist_class_level': 20, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 11}
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id: 90483
{'conductor': 60, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 40, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '100.11.d.c', 'source_level': 100, 'target_char_orbit': 3, 'target_dim': 20, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '180.11.c.a', 'target_level': 180, 'twist_class_label': '20.11.b.a', 'twist_class_level': 20, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 11}
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id: 90484
{'conductor': 40, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 40, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '100.11.d.c', 'source_level': 100, 'target_char_orbit': 2, 'target_dim': 20, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '320.11.b.d', 'target_level': 320, 'twist_class_label': '20.11.b.a', 'twist_class_level': 20, 'twisting_char_label': '40.i', 'twisting_char_orbit': 9, 'weight': 11}
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id: 90485
{'conductor': 40, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 40, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '100.11.d.c', 'source_level': 100, 'target_char_orbit': 2, 'target_dim': 20, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '320.11.b.d', 'target_level': 320, 'twist_class_label': '20.11.b.a', 'twist_class_level': 20, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 11}
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hecke_orbit_code 9007405597720676 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 4, 'hecke_orbit': 3, 'label': '100.11.d.c', 'level': 100, 'portrait': 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', 'weight': 11}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 30374575
{'hecke_orbit_code': 9007405597720676, 'n': 1, 'trace_an': 40}
-
id: 30374576
{'hecke_orbit_code': 9007405597720676, 'n': 2, 'trace_an': 0}
-
id: 30374577
{'hecke_orbit_code': 9007405597720676, 'n': 3, 'trace_an': 0}
-
id: 30374578
{'hecke_orbit_code': 9007405597720676, 'n': 4, 'trace_an': 1288}
-
id: 30374579
{'hecke_orbit_code': 9007405597720676, 'n': 5, 'trace_an': 0}
-
id: 30374580
{'hecke_orbit_code': 9007405597720676, 'n': 6, 'trace_an': -29568}
-
id: 30374581
{'hecke_orbit_code': 9007405597720676, 'n': 7, 'trace_an': 0}
-
id: 30374582
{'hecke_orbit_code': 9007405597720676, 'n': 8, 'trace_an': 0}
-
id: 30374583
{'hecke_orbit_code': 9007405597720676, 'n': 9, 'trace_an': 829736}
-
id: 30374584
{'hecke_orbit_code': 9007405597720676, 'n': 10, 'trace_an': 0}
-
id: 30374585
{'hecke_orbit_code': 9007405597720676, 'n': 11, 'trace_an': 0}
-
id: 30374586
{'hecke_orbit_code': 9007405597720676, 'n': 12, 'trace_an': 0}
-
id: 30374587
{'hecke_orbit_code': 9007405597720676, 'n': 13, 'trace_an': 0}
-
id: 30374588
{'hecke_orbit_code': 9007405597720676, 'n': 14, 'trace_an': 4481008}
-
id: 30374589
{'hecke_orbit_code': 9007405597720676, 'n': 15, 'trace_an': 0}
-
id: 30374590
{'hecke_orbit_code': 9007405597720676, 'n': 16, 'trace_an': 8522720}
-
id: 30374591
{'hecke_orbit_code': 9007405597720676, 'n': 17, 'trace_an': 0}
-
id: 30374592
{'hecke_orbit_code': 9007405597720676, 'n': 18, 'trace_an': 0}
-
id: 30374593
{'hecke_orbit_code': 9007405597720676, 'n': 19, 'trace_an': 0}
-
id: 30374594
{'hecke_orbit_code': 9007405597720676, 'n': 20, 'trace_an': 0}
-
id: 30374595
{'hecke_orbit_code': 9007405597720676, 'n': 21, 'trace_an': 8315024}
-
id: 30374596
{'hecke_orbit_code': 9007405597720676, 'n': 22, 'trace_an': 0}
-
id: 30374597
{'hecke_orbit_code': 9007405597720676, 'n': 23, 'trace_an': 0}
-
id: 30374598
{'hecke_orbit_code': 9007405597720676, 'n': 24, 'trace_an': 38224288}
-
id: 30374599
{'hecke_orbit_code': 9007405597720676, 'n': 25, 'trace_an': 0}
-
id: 30374600
{'hecke_orbit_code': 9007405597720676, 'n': 26, 'trace_an': 50133768}
-
id: 30374601
{'hecke_orbit_code': 9007405597720676, 'n': 27, 'trace_an': 0}
-
id: 30374602
{'hecke_orbit_code': 9007405597720676, 'n': 28, 'trace_an': 0}
-
id: 30374603
{'hecke_orbit_code': 9007405597720676, 'n': 29, 'trace_an': 132029776}
-
id: 30374604
{'hecke_orbit_code': 9007405597720676, 'n': 30, 'trace_an': 0}
-
id: 30374605
{'hecke_orbit_code': 9007405597720676, 'n': 31, 'trace_an': 0}
-
id: 30374606
{'hecke_orbit_code': 9007405597720676, 'n': 32, 'trace_an': 0}
-
id: 30374607
{'hecke_orbit_code': 9007405597720676, 'n': 33, 'trace_an': 0}
-
id: 30374608
{'hecke_orbit_code': 9007405597720676, 'n': 34, 'trace_an': 54472168}
-
id: 30374609
{'hecke_orbit_code': 9007405597720676, 'n': 35, 'trace_an': 0}
-
id: 30374610
{'hecke_orbit_code': 9007405597720676, 'n': 36, 'trace_an': 710912952}
-
id: 30374611
{'hecke_orbit_code': 9007405597720676, 'n': 37, 'trace_an': 0}
-
id: 30374612
{'hecke_orbit_code': 9007405597720676, 'n': 38, 'trace_an': 0}
-
id: 30374613
{'hecke_orbit_code': 9007405597720676, 'n': 39, 'trace_an': 0}
-
id: 30374614
{'hecke_orbit_code': 9007405597720676, 'n': 40, 'trace_an': 0}
-
id: 30374615
{'hecke_orbit_code': 9007405597720676, 'n': 41, 'trace_an': 954812320}
-
id: 30374616
{'hecke_orbit_code': 9007405597720676, 'n': 42, 'trace_an': 0}
-
id: 30374617
{'hecke_orbit_code': 9007405597720676, 'n': 43, 'trace_an': 0}
-
id: 30374618
{'hecke_orbit_code': 9007405597720676, 'n': 44, 'trace_an': -678282080}
-
id: 30374619
{'hecke_orbit_code': 9007405597720676, 'n': 45, 'trace_an': 0}
-
id: 30374620
{'hecke_orbit_code': 9007405597720676, 'n': 46, 'trace_an': -1795098608}
-
id: 30374621
{'hecke_orbit_code': 9007405597720676, 'n': 47, 'trace_an': 0}
-
id: 30374622
{'hecke_orbit_code': 9007405597720676, 'n': 48, 'trace_an': 0}
-
id: 30374623
{'hecke_orbit_code': 9007405597720676, 'n': 49, 'trace_an': -667544024}
-
id: 30374624
{'hecke_orbit_code': 9007405597720676, 'n': 50, 'trace_an': 0}
-
id: 30374625
{'hecke_orbit_code': 9007405597720676, 'n': 51, 'trace_an': 0}
-
id: 30374626
{'hecke_orbit_code': 9007405597720676, 'n': 52, 'trace_an': 0}
-
id: 30374627
{'hecke_orbit_code': 9007405597720676, 'n': 53, 'trace_an': 0}
-
id: 30374628
{'hecke_orbit_code': 9007405597720676, 'n': 54, 'trace_an': -1412279584}
-
id: 30374629
{'hecke_orbit_code': 9007405597720676, 'n': 55, 'trace_an': 0}
-
id: 30374630
{'hecke_orbit_code': 9007405597720676, 'n': 56, 'trace_an': -2724580448}
-
id: 30374631
{'hecke_orbit_code': 9007405597720676, 'n': 57, 'trace_an': 0}
-
id: 30374632
{'hecke_orbit_code': 9007405597720676, 'n': 58, 'trace_an': 0}
-
id: 30374633
{'hecke_orbit_code': 9007405597720676, 'n': 59, 'trace_an': 0}
-
id: 30374634
{'hecke_orbit_code': 9007405597720676, 'n': 60, 'trace_an': 0}
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id: 30374828
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id: 30374829
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id: 30374830
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id: 30374831
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id: 30374832
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