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mf_newforms • Show schema
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{'Nk2': 21600, 'analytic_conductor': 115.25147708393833, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [150, 2, [101, 127], [2, 1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 2, 'field_disc': -4, 'field_disc_factorization': [[-1, 1], [2, 2]], 'field_poly': [1, 0, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 4, 'has_non_self_twist': 1, 'hecke_cutters': [[7, [26543104, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007336895021206, 'hecke_ring_generator_nbound': 3, '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, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '150.12.c.c', 'level': 150, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '30.12.a.e', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q-32 i q^{2}-243 i q^{3}-1024 q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '11.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '150.12.c', 'trace_display': [0, 0, 0, 0], 'trace_hash': 2244178361846231900, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.045', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.165', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.811', 'prec': 17}, {'__RealLiteral__': 0, 'data': '18.401', 'prec': 20}, {'__RealLiteral__': 0, 'data': '12.542', 'prec': 20}, 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mf_hecke_nf • Show schema
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{'an': [[1, 0], [0, -32], [0, -243], [-1024, 0], [0, 0], [-7776, 0], [0, 5152], [0, 32768], [-59049, 0], [0, 0], [-93180, 0], [0, 248832], [0, 203894], [164864, 0], [0, 0], [1048576, 0], [0, -4432338], [0, 1889568], [-17715404, 0], [0, 0], [1251936, 0], [0, 2981760], [0, 38596800], [7962624, 0], [0, 0], [6524608, 0], [0, 14348907], [0, -5275648], [-4076646, 0], [0, 0], [73231568, 0], [0, -33554432], [0, 22642740], [-141834816, 0], [0, 0], [60466176, 0], [0, -195272606], [0, 566892928], [49546242, 0], [0, 0], [46765434, 0], [0, -40061952], [0, 1436617292], [95416320, 0], [0, 0], [1235097600, 0], [0, 278996520], [0, -254803968], [1950783639, 0], [0, 0], [-1077058134, 0], [0, -208787456], [0, -2179465362], [459165024, 0], [0, 0], [-168820736, 0], [0, 4304843172], [0, 130452672], [7925830620, 0], [0, 0], [-2219791450, 0], [0, -2343410176], [0, -304220448], [-1073741824, 0], [0, 0], [724567680, 0], [0, 12104306812], [0, 4538714112], [9379022400, 0], [0, 0], [18129117960, 0], [0, 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mf_newspaces • Show schema
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{'Nk2': 21600, 'analytic_conductor': 115.25147708393833, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [150, 2, [101, 127], [2, 1]], 'conrey_index': 49, 'cusp_dim': 318, 'dim': 34, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 137640280214, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4], 'label': '150.12.c', 'level': 150, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 342, 'mf_new_dim': 34, 'num_forms': 13, 'prim_orbit_index': 2, 'relative_dim': 34, 'sturm_bound': 360, 'trace_bound': 11, 'trace_display': [0, 0, 0, 0], 'traces': [34, 0, 0, -34816, 0, 15552, 0, 0, -2007666, 0, -643104, 0, 0, 5074688, 0, 35651584, 0, 0, -47820344, 0, 1389960, 0, 0, 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0, 39785389541341440, 0, -2031392625131520, 0, 0, 50995879273717164, 0, -1517080635317196, 0, 0, 25645746833326080, 0, 57980620685336064, 0, 0, -9192227151375208, 0, -110515825562822028, 0, 0, 2053601466104448, 0, -92136502645211136, 0, 0, -37023784627546992, 0, -283437700933074318, 0, 0, -36178957825789952, 0, 133291130401414656, 0, 0, 122548853069089776, 0, 152667615149142000, 0, 0, 105912260895732992, 0, -16408957539057664, 0, 0, 76906819093184640, 0, -40092171124262580, 0, 0, -3920088753635328, 0, -299899446354595584, 0, 0, -83562579560043072, 0, 159353725057386800, 0, 0, 46514678106183168, 0, 93816254960492544, 0, 0, 16746381900826236, 0], 'weight': 12, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 129057
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '150.12.c.c', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '30.12.a.e', 'target_level': 30, 'twist_class_label': '30.12.a.e', 'twist_class_level': 30, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 129058
{'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '150.12.c.c', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '90.12.a.a', 'target_level': 90, 'twist_class_label': '30.12.a.e', 'twist_class_level': 30, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 12}
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id: 129059
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '150.12.c.c', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '150.12.a.d', 'target_level': 150, 'twist_class_label': '30.12.a.e', 'twist_class_level': 30, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 129060
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '150.12.c.c', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '150.12.c.c', 'target_level': 150, 'twist_class_label': '30.12.a.e', 'twist_class_level': 30, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 129061
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '150.12.c.c', 'source_level': 150, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '150.12.c.c', 'target_level': 150, 'twist_class_label': '30.12.a.e', 'twist_class_level': 30, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 129062
{'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '150.12.c.c', 'source_level': 150, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '240.12.a.f', 'target_level': 240, 'twist_class_label': '30.12.a.e', 'twist_class_level': 30, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 402400
{'charpoly_factorization': [[[1024, 0, 1], 1]], 'hecke_orbit_code': 9007336895021206, 'p': 2}
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id: 402401
{'charpoly_factorization': [[[59049, 0, 1], 1]], 'hecke_orbit_code': 9007336895021206, 'p': 3}
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id: 402402
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007336895021206, 'p': 5}
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id: 402403
{'charpoly_factorization': [[[26543104, 0, 1], 1]], 'hecke_orbit_code': 9007336895021206, 'p': 7}
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id: 402404
{'charpoly_factorization': [[[93180, 1], 2]], 'hecke_orbit_code': 9007336895021206, 'p': 11}
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id: 402405
{'charpoly_factorization': [[[41572763236, 0, 1], 1]], 'hecke_orbit_code': 9007336895021206, 'p': 13}
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id: 402406
{'charpoly_factorization': [[[19645620146244, 0, 1], 1]], 'hecke_orbit_code': 9007336895021206, 'p': 17}
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id: 402407
{'charpoly_factorization': [[[17715404, 1], 2]], 'hecke_orbit_code': 9007336895021206, 'p': 19}
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id: 402408
{'charpoly_factorization': [[[1489712970240000, 0, 1], 1]], 'hecke_orbit_code': 9007336895021206, 'p': 23}
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id: 402409
{'charpoly_factorization': [[[4076646, 1], 2]], 'hecke_orbit_code': 9007336895021206, 'p': 29}
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id: 402410
{'charpoly_factorization': [[[-73231568, 1], 2]], 'hecke_orbit_code': 9007336895021206, 'p': 31}
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id: 402411
{'charpoly_factorization': [[[38131390654031236, 0, 1], 1]], 'hecke_orbit_code': 9007336895021206, 'p': 37}
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id: 402412
{'charpoly_factorization': [[[-46765434, 1], 2]], 'hecke_orbit_code': 9007336895021206, 'p': 41}
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id: 402413
{'charpoly_factorization': [[[2063869243673413264, 0, 1], 1]], 'hecke_orbit_code': 9007336895021206, 'p': 43}
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id: 402414
{'charpoly_factorization': [[[77839058172110400, 0, 1], 1]], 'hecke_orbit_code': 9007336895021206, 'p': 47}
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id: 402415
{'charpoly_factorization': [[[4750069264157791044, 0, 1], 1]], 'hecke_orbit_code': 9007336895021206, 'p': 53}
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id: 402416
{'charpoly_factorization': [[[-7925830620, 1], 2]], 'hecke_orbit_code': 9007336895021206, 'p': 59}
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id: 402417
{'charpoly_factorization': [[[2219791450, 1], 2]], 'hecke_orbit_code': 9007336895021206, 'p': 61}
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id: 402418
{'charpoly_factorization': [[[146514243399029603344, 0, 1], 1]], 'hecke_orbit_code': 9007336895021206, 'p': 67}
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id: 402419
{'charpoly_factorization': [[[-18129117960, 1], 2]], 'hecke_orbit_code': 9007336895021206, 'p': 71}
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id: 402420
{'charpoly_factorization': [[[580363468802362255396, 0, 1], 1]], 'hecke_orbit_code': 9007336895021206, 'p': 73}
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id: 402421
{'charpoly_factorization': [[[-12116137648, 1], 2]], 'hecke_orbit_code': 9007336895021206, 'p': 79}
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id: 402422
{'charpoly_factorization': [[[1940356589951961885456, 0, 1], 1]], 'hecke_orbit_code': 9007336895021206, 'p': 83}
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id: 402423
{'charpoly_factorization': [[[31204135242, 1], 2]], 'hecke_orbit_code': 9007336895021206, 'p': 89}
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id: 402424
{'charpoly_factorization': [[[802741640755574836996, 0, 1], 1]], 'hecke_orbit_code': 9007336895021206, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 3, 'hecke_orbit': 3, 'label': '150.12.c.c', 'level': 150, 'portrait': 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', 'weight': 12}
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mf_hecke_traces • Show schema
Hide schema
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id: 30075553
{'hecke_orbit_code': 9007336895021206, 'n': 1, 'trace_an': 2}
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id: 30075554
{'hecke_orbit_code': 9007336895021206, 'n': 2, 'trace_an': 0}
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id: 30075555
{'hecke_orbit_code': 9007336895021206, 'n': 3, 'trace_an': 0}
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id: 30075556
{'hecke_orbit_code': 9007336895021206, 'n': 4, 'trace_an': -2048}
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id: 30075557
{'hecke_orbit_code': 9007336895021206, 'n': 5, 'trace_an': 0}
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id: 30075558
{'hecke_orbit_code': 9007336895021206, 'n': 6, 'trace_an': -15552}
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id: 30075559
{'hecke_orbit_code': 9007336895021206, 'n': 7, 'trace_an': 0}
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id: 30075560
{'hecke_orbit_code': 9007336895021206, 'n': 8, 'trace_an': 0}
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id: 30075561
{'hecke_orbit_code': 9007336895021206, 'n': 9, 'trace_an': -118098}
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id: 30075562
{'hecke_orbit_code': 9007336895021206, 'n': 10, 'trace_an': 0}
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id: 30075563
{'hecke_orbit_code': 9007336895021206, 'n': 11, 'trace_an': -186360}
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id: 30075564
{'hecke_orbit_code': 9007336895021206, 'n': 12, 'trace_an': 0}
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