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mf_newforms • Show schema
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{'Nk2': 4536, 'analytic_conductor': 20.20836129643556, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 3, 'char_parity': 1, 'char_values': [126, 3, [29, 73], [3, 1]], 'cm_discs': [], 'conrey_index': 37, 'dim': 4, 'field_disc': 898704, 'field_disc_factorization': [[2, 4], [3, 2], [79, 2]], 'field_poly': [6241, 0, 79, 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, [14676561, 268170, 8731, -70, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532809063858302, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 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': '126.6.g.j', 'level': 126, '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, 7], 'level_radical': 42, 'minimal_twist': '14.6.c.a', 'nf_label': '4.0.898704.3', 'prim_orbit_index': 3, 'qexp_display': 'q+(4+4\\beta _{2})q^{2}+2^{4}\\beta _{2}q^{4}+(35+4\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '126.6.g', 'trace_display': [8, 0, 70, 0], 'trace_hash': 810890807104282120, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.027', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.784', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.918', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
Hide schema
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-762432], [13030843, -1505655, 13030843, 0], [12343217, 289555, 12343217, 0], [4998933, 1694560, 4998933, 0], [4332510, 0, 0, -250488], [21549908, 0, 0, 157500], [-27760047, 29061, -27760047, 0], [0, 1500835, 2362615, 1500835], [-3791664, 0, 0, 2104704], [-11169681, -1086113, -11169681, 0], [-129297, -2021484, -129297, 0], [47322506, 0, 0, -41496], [0, 1147322, 22462489, 1147322], [33460229, 550333, 33460229, 0], [15758342, 0, 0, -694918], [19243016, 0, 0, -1001364], [-25486755, -1143495, -25486755, 0], [0, -229278, 2900769, -229278], [0, -50763, 27254409, -50763], [0, 1733949, 7419023, 1733949], [0, 2439198, 331751, 2439198]], 'char_orbit_index': 7, 'field_poly': [6241, 0, 79, 0, 1], 'hecke_orbit_code': 40532809063858302, 'hecke_ring_character_values': [[29, [1, 0, 0, 0]], [73, [-1, 0, -1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 79, 79], 'hecke_ring_inverse_denominators': [1, 2, 1, 2], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [0, 0, 79, 0], [0, 0, 0, 79]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 2, 0, 0], [0, 0, 1, 0], [0, 0, 0, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '126.6.g.j', 'level': 126, 'maxp': 997, 'weight': 6}
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mf_newspaces • Show schema
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{'Nk2': 4536, 'analytic_conductor': 20.20836129643556, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 3, 'char_parity': 1, 'char_values': [126, 3, [29, 73], [3, 1]], 'conrey_index': 37, 'cusp_dim': 224, 'dim': 32, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 412417523838, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4, 4, 4, 4], 'label': '126.6.g', 'level': 126, '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, 7], 'level_radical': 42, 'mf_dim': 256, 'mf_new_dim': 32, 'num_forms': 10, 'prim_orbit_index': 3, 'relative_dim': 16, 'sturm_bound': 144, 'trace_bound': 5, 'trace_display': [0, 0, 72, 236], 'traces': [32, 0, 0, -256, 72, 0, 236, 0, 0, 48, -528, 0, -560, 432, 0, -4096, 384, 0, -3392, -2304, 0, 1920, -5052, 0, -7360, 6960, 0, -2752, 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-32325120, 0, -95837712, -96169512, 0, -257430944, -93213504, 0, -10247168, -48492408, 0, -188501664, -11082816, 0, 57229296, -12778968, 0, -15290280, 79841568, 0, -154164736, 81300168, 0, 100127452, 10100736, 0, -111352896, 340847088, 0, 175182460, 52814160, 0, 7137792], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 108817
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '126.6.g.j', 'source_level': 126, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '14.6.c.a', 'target_level': 14, 'twist_class_label': '14.6.c.a', 'twist_class_level': 14, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 108818
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '126.6.g.j', 'source_level': 126, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '14.6.c.a', 'target_level': 14, 'twist_class_label': '14.6.c.a', 'twist_class_level': 14, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 108819
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '126.6.g.j', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '98.6.a.g', 'target_level': 98, 'twist_class_label': '14.6.c.a', 'twist_class_level': 14, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 108820
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '126.6.g.j', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '98.6.a.h', 'target_level': 98, 'twist_class_label': '14.6.c.a', 'twist_class_level': 14, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 108821
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '126.6.g.j', 'source_level': 126, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '98.6.c.e', 'target_level': 98, 'twist_class_label': '14.6.c.a', 'twist_class_level': 14, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 108822
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '126.6.g.j', 'source_level': 126, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '98.6.c.e', 'target_level': 98, 'twist_class_label': '14.6.c.a', 'twist_class_level': 14, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 6}
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id: 108823
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '126.6.g.j', 'source_level': 126, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '112.6.i.d', 'target_level': 112, 'twist_class_label': '14.6.c.a', 'twist_class_level': 14, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 108824
{'conductor': 84, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '126.6.g.j', 'source_level': 126, 'target_char_orbit': 9, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '112.6.i.d', 'target_level': 112, 'twist_class_label': '14.6.c.a', 'twist_class_level': 14, 'twisting_char_label': '84.n', 'twisting_char_orbit': 14, 'weight': 6}
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id: 108825
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '126.6.g.j', 'source_level': 126, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '126.6.g.j', 'target_level': 126, 'twist_class_label': '14.6.c.a', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 108826
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '126.6.g.j', 'source_level': 126, 'target_char_orbit': 7, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '126.6.g.j', 'target_level': 126, 'twist_class_label': '14.6.c.a', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 108827
{'conductor': 84, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '126.6.g.j', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '784.6.a.s', 'target_level': 784, 'twist_class_label': '14.6.c.a', 'twist_class_level': 14, 'twisting_char_label': '84.n', 'twisting_char_orbit': 14, 'weight': 6}
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id: 108828
{'conductor': 84, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '126.6.g.j', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 28, 'target_is_minimal': False, 'target_label': '784.6.a.bb', 'target_level': 784, 'twist_class_label': '14.6.c.a', 'twist_class_level': 14, 'twisting_char_label': '84.j', 'twisting_char_orbit': 10, 'weight': 6}
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id: 108829
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '126.6.g.j', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 27, 'target_is_minimal': False, 'target_label': '882.6.a.ba', 'target_level': 882, 'twist_class_label': '14.6.c.a', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 6}
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id: 108830
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 7, 'source_dim': 4, 'source_hecke_orbit': 10, 'source_is_minimal': False, 'source_label': '126.6.g.j', 'source_level': 126, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 35, 'target_is_minimal': False, 'target_label': '882.6.a.bi', 'target_level': 882, 'twist_class_label': '14.6.c.a', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 350850
{'charpoly_factorization': [[[16, -4, 1], 2]], 'hecke_orbit_code': 40532809063858302, 'p': 2}
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id: 350851
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 40532809063858302, 'p': 3}
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id: 350852
{'charpoly_factorization': [[[14676561, 268170, 8731, -70, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 5}
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id: 350853
{'charpoly_factorization': [[[282475249, 0, -28322, 0, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 7}
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id: 350854
{'charpoly_factorization': [[[210917529, 900426, 18367, -62, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 11}
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id: 350855
{'charpoly_factorization': [[[766164, -1820, 1], 2]], 'hecke_orbit_code': 40532809063858302, 'p': 13}
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id: 350856
{'charpoly_factorization': [[[318620736225, -956203710, 2305171, -1694, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 17}
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id: 350857
{'charpoly_factorization': [[[96141544489, -256115342, 992343, 826, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 19}
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id: 350858
{'charpoly_factorization': [[[6792210678969, -7125315258, 10080943, 2734, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 23}
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id: 350859
{'charpoly_factorization': [[[-15866028, -2852, 1], 2]], 'hecke_orbit_code': 40532809063858302, 'p': 29}
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id: 350860
{'charpoly_factorization': [[[691673325561, -2223882906, 6318607, -2674, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 31}
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id: 350861
{'charpoly_factorization': [[[252667333533169, -145380361898, 67753803, -9146, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 37}
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id: 350862
{'charpoly_factorization': [[[8842932, 6132, 1], 2]], 'hecke_orbit_code': 40532809063858302, 'p': 41}
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id: 350863
{'charpoly_factorization': [[[-78380144, 16040, 1], 2]], 'hecke_orbit_code': 40532809063858302, 'p': 43}
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id: 350864
{'charpoly_factorization': [[[24951287358855225, 4000489008390, 483446511, 25326, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 47}
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id: 350865
{'charpoly_factorization': [[[85529669079884481, 4374535293522, 516196323, -14958, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 53}
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id: 350866
{'charpoly_factorization': [[[868886159765625, -32601423750, 30700111, 1106, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 59}
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id: 350867
{'charpoly_factorization': [[[38384562154446225, -5493982610970, 590433979, -28042, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 61}
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id: 350868
{'charpoly_factorization': [[[6575826121535143225, -263208715818330, 7971042799, -102642, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 67}
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id: 350869
{'charpoly_factorization': [[[-177793920, -11056, 1], 2]], 'hecke_orbit_code': 40532809063858302, 'p': 71}
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id: 350870
{'charpoly_factorization': [[[227907887015854081, -16742312474370, 1707301891, 35070, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 73}
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id: 350871
{'charpoly_factorization': [[[620965930233627225, -80189872018230, 11143518559, 101762, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 79}
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id: 350872
{'charpoly_factorization': [[[-5608638000, -44632, 1], 2]], 'hecke_orbit_code': 40532809063858302, 'p': 83}
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id: 350873
{'charpoly_factorization': [[[3677872821661829025, -144742383942030, 7614102771, 75474, 1], 1]], 'hecke_orbit_code': 40532809063858302, 'p': 89}
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id: 350874
{'charpoly_factorization': [[[-349929580, 8316, 1], 2]], 'hecke_orbit_code': 40532809063858302, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 7, 'hecke_orbit': 10, 'label': '126.6.g.j', 'level': 126, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 53941585
{'hecke_orbit_code': 40532809063858302, 'n': 1, 'trace_an': 4}
-
id: 53941586
{'hecke_orbit_code': 40532809063858302, 'n': 2, 'trace_an': 8}
-
id: 53941587
{'hecke_orbit_code': 40532809063858302, 'n': 3, 'trace_an': 0}
-
id: 53941588
{'hecke_orbit_code': 40532809063858302, 'n': 4, 'trace_an': -32}
-
id: 53941589
{'hecke_orbit_code': 40532809063858302, 'n': 5, 'trace_an': 70}
-
id: 53941590
{'hecke_orbit_code': 40532809063858302, 'n': 6, 'trace_an': 0}
-
id: 53941591
{'hecke_orbit_code': 40532809063858302, 'n': 7, 'trace_an': 0}
-
id: 53941592
{'hecke_orbit_code': 40532809063858302, 'n': 8, 'trace_an': -256}
-
id: 53941593
{'hecke_orbit_code': 40532809063858302, 'n': 9, 'trace_an': 0}
-
id: 53941594
{'hecke_orbit_code': 40532809063858302, 'n': 10, 'trace_an': -280}
-
id: 53941595
{'hecke_orbit_code': 40532809063858302, 'n': 11, 'trace_an': 62}
-
id: 53941596
{'hecke_orbit_code': 40532809063858302, 'n': 12, 'trace_an': 0}
-
id: 53941597
{'hecke_orbit_code': 40532809063858302, 'n': 13, 'trace_an': 3640}
-
id: 53941598
{'hecke_orbit_code': 40532809063858302, 'n': 14, 'trace_an': -504}
-
id: 53941599
{'hecke_orbit_code': 40532809063858302, 'n': 15, 'trace_an': 0}
-
id: 53941600
{'hecke_orbit_code': 40532809063858302, 'n': 16, 'trace_an': -512}
-
id: 53941601
{'hecke_orbit_code': 40532809063858302, 'n': 17, 'trace_an': 1694}
-
id: 53941602
{'hecke_orbit_code': 40532809063858302, 'n': 18, 'trace_an': 0}
-
id: 53941603
{'hecke_orbit_code': 40532809063858302, 'n': 19, 'trace_an': -826}
-
id: 53941604
{'hecke_orbit_code': 40532809063858302, 'n': 20, 'trace_an': -2240}
-
id: 53941605
{'hecke_orbit_code': 40532809063858302, 'n': 21, 'trace_an': 0}
-
id: 53941606
{'hecke_orbit_code': 40532809063858302, 'n': 22, 'trace_an': 496}
-
id: 53941607
{'hecke_orbit_code': 40532809063858302, 'n': 23, 'trace_an': -2734}
-
id: 53941608
{'hecke_orbit_code': 40532809063858302, 'n': 24, 'trace_an': 0}
-
id: 53941609
{'hecke_orbit_code': 40532809063858302, 'n': 25, 'trace_an': -6312}
-
id: 53941610
{'hecke_orbit_code': 40532809063858302, 'n': 26, 'trace_an': 7280}
-
id: 53941611
{'hecke_orbit_code': 40532809063858302, 'n': 27, 'trace_an': 0}
-
id: 53941612
{'hecke_orbit_code': 40532809063858302, 'n': 28, 'trace_an': -2016}
-
id: 53941613
{'hecke_orbit_code': 40532809063858302, 'n': 29, 'trace_an': 5704}
-
id: 53941614
{'hecke_orbit_code': 40532809063858302, 'n': 30, 'trace_an': 0}
-
id: 53941615
{'hecke_orbit_code': 40532809063858302, 'n': 31, 'trace_an': 2674}
-
id: 53941616
{'hecke_orbit_code': 40532809063858302, 'n': 32, 'trace_an': 2048}
-
id: 53941617
{'hecke_orbit_code': 40532809063858302, 'n': 33, 'trace_an': 0}
-
id: 53941618
{'hecke_orbit_code': 40532809063858302, 'n': 34, 'trace_an': 13552}
-
id: 53941619
{'hecke_orbit_code': 40532809063858302, 'n': 35, 'trace_an': 13286}
-
id: 53941620
{'hecke_orbit_code': 40532809063858302, 'n': 36, 'trace_an': 0}
-
id: 53941621
{'hecke_orbit_code': 40532809063858302, 'n': 37, 'trace_an': 9146}
-
id: 53941622
{'hecke_orbit_code': 40532809063858302, 'n': 38, 'trace_an': 3304}
-
id: 53941623
{'hecke_orbit_code': 40532809063858302, 'n': 39, 'trace_an': 0}
-
id: 53941624
{'hecke_orbit_code': 40532809063858302, 'n': 40, 'trace_an': -4480}
-
id: 53941625
{'hecke_orbit_code': 40532809063858302, 'n': 41, 'trace_an': -12264}
-
id: 53941626
{'hecke_orbit_code': 40532809063858302, 'n': 42, 'trace_an': 0}
-
id: 53941627
{'hecke_orbit_code': 40532809063858302, 'n': 43, 'trace_an': -32080}
-
id: 53941628
{'hecke_orbit_code': 40532809063858302, 'n': 44, 'trace_an': 992}
-
id: 53941629
{'hecke_orbit_code': 40532809063858302, 'n': 45, 'trace_an': 0}
-
id: 53941630
{'hecke_orbit_code': 40532809063858302, 'n': 46, 'trace_an': 10936}
-
id: 53941631
{'hecke_orbit_code': 40532809063858302, 'n': 47, 'trace_an': -25326}
-
id: 53941632
{'hecke_orbit_code': 40532809063858302, 'n': 48, 'trace_an': 0}
-
id: 53941633
{'hecke_orbit_code': 40532809063858302, 'n': 49, 'trace_an': 56644}
-
id: 53941634
{'hecke_orbit_code': 40532809063858302, 'n': 50, 'trace_an': -50496}
-
id: 53941635
{'hecke_orbit_code': 40532809063858302, 'n': 51, 'trace_an': 0}
-
id: 53941636
{'hecke_orbit_code': 40532809063858302, 'n': 52, 'trace_an': -29120}
-
id: 53941637
{'hecke_orbit_code': 40532809063858302, 'n': 53, 'trace_an': 14958}
-
id: 53941638
{'hecke_orbit_code': 40532809063858302, 'n': 54, 'trace_an': 0}
-
id: 53941639
{'hecke_orbit_code': 40532809063858302, 'n': 55, 'trace_an': -31052}
-
id: 53941640
{'hecke_orbit_code': 40532809063858302, 'n': 56, 'trace_an': 0}
-
id: 53941641
{'hecke_orbit_code': 40532809063858302, 'n': 57, 'trace_an': 0}
-
id: 53941642
{'hecke_orbit_code': 40532809063858302, 'n': 58, 'trace_an': 11408}
-
id: 53941643
{'hecke_orbit_code': 40532809063858302, 'n': 59, 'trace_an': -1106}
-
id: 53941644
{'hecke_orbit_code': 40532809063858302, 'n': 60, 'trace_an': 0}
-
id: 53941645
{'hecke_orbit_code': 40532809063858302, 'n': 61, 'trace_an': 28042}
-
id: 53941646
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