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mf_newforms • Show schema
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{'Nk2': 3600, 'analytic_conductor': 19.208579513989722, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [25, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 24, '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': [[2, [576, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503668548173849, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': '25.12.b.b', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '1.12.a.a', 'nf_label': '2.0.4.1', 'prim_orbit_index': 2, 'qexp_display': 'q+12iq^{2}+126iq^{3}+1472q^{4}-6048q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '11.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '25.12.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 1597299531918784876, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.905', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.802', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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[23440857788319392, 0], [0, 10700207993699777]], 'char_orbit_index': 2, 'field_poly': [1, 0, 1], 'hecke_orbit_code': 4503668548173849, 'hecke_ring_character_values': [[2, [-1, 0]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '25.12.b.b', 'level': 25, 'maxp': 997, 'weight': 12}
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mf_newspaces • Show schema
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{'Nk2': 3600, 'analytic_conductor': 19.208579513989722, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [25, 2, [2], [1]], 'conrey_index': 24, 'cusp_dim': 24, 'dim': 16, 'eis_dim': 6, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68920803353, 'hecke_orbit_dims': [2, 2, 4, 8], 'label': '25.12.b', 'level': 25, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 30, 'mf_new_dim': 18, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 16, 'sturm_bound': 30, 'trace_bound': 4, 'trace_display': [0, 0, 0, 0], 'traces': [16, 0, 0, -20338, 0, -7958, 0, 0, -1029592, 0, 498392, 0, 0, -838116, 0, 27801346, 0, 0, -17571080, 0, 79512912, 0, 0, 11414610, 0, 419123072, 0, 0, 52568480, 0, 1006240112, 0, 0, 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mf_twists_nf • Show schema
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id: 20163
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1.12.a.a', 'target_level': 1, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 20164
{'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '9.12.a.b', 'target_level': 9, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 12}
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id: 20165
{'conductor': 20, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '16.12.a.a', 'target_level': 16, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 12}
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id: 20166
{'conductor': 5, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.12.a.b', 'target_level': 25, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 20167
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.12.b.b', 'target_level': 25, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 20168
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '25.12.b.b', 'target_level': 25, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 20169
{'conductor': 35, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.12.a.a', 'target_level': 49, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 12}
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id: 20170
{'conductor': 35, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.12.c.b', 'target_level': 49, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '35.l', 'twisting_char_orbit': 12, 'weight': 12}
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id: 20171
{'conductor': 35, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.12.c.c', 'target_level': 49, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '35.k', 'twisting_char_orbit': 11, 'weight': 12}
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id: 20172
{'conductor': 40, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.12.a.b', 'target_level': 64, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '40.i', 'twisting_char_orbit': 9, 'weight': 12}
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id: 20173
{'conductor': 40, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '64.12.a.f', 'target_level': 64, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '40.k', 'twisting_char_orbit': 11, 'weight': 12}
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id: 20174
{'conductor': 45, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '81.12.c.b', 'target_level': 81, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '45.l', 'twisting_char_orbit': 12, 'weight': 12}
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id: 20175
{'conductor': 45, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '81.12.c.d', 'target_level': 81, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '45.k', 'twisting_char_orbit': 11, 'weight': 12}
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id: 20176
{'conductor': 55, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '121.12.a.b', 'target_level': 121, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '55.e', 'twisting_char_orbit': 5, 'weight': 12}
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id: 20177
{'conductor': 60, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '144.12.a.d', 'target_level': 144, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '60.l', 'twisting_char_orbit': 12, 'weight': 12}
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id: 20178
{'conductor': 65, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '169.12.a.a', 'target_level': 169, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '65.h', 'twisting_char_orbit': 8, 'weight': 12}
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id: 20179
{'conductor': 15, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '225.12.a.b', 'target_level': 225, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 12}
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id: 20180
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '225.12.b.d', 'target_level': 225, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 20181
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '225.12.b.d', 'target_level': 225, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 20182
{'conductor': 80, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '256.12.b.c', 'target_level': 256, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '80.j', 'twisting_char_orbit': 10, 'weight': 12}
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id: 20183
{'conductor': 80, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '256.12.b.c', 'target_level': 256, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '80.s', 'twisting_char_orbit': 19, 'weight': 12}
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id: 20184
{'conductor': 80, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '256.12.b.e', 'target_level': 256, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '80.i', 'twisting_char_orbit': 9, 'weight': 12}
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id: 20185
{'conductor': 80, 'degree': 2, 'multiplicity': 1, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '25.12.b.b', 'source_level': 25, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '256.12.b.e', 'target_level': 256, 'twist_class_label': '1.12.a.a', 'twist_class_level': 1, 'twisting_char_label': '80.t', 'twisting_char_orbit': 20, 'weight': 12}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 95475
{'charpoly_factorization': [[[576, 0, 1], 1]], 'hecke_orbit_code': 4503668548173849, 'p': 2}
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id: 95476
{'charpoly_factorization': [[[63504, 0, 1], 1]], 'hecke_orbit_code': 4503668548173849, 'p': 3}
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id: 95477
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503668548173849, 'p': 5}
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id: 95478
{'charpoly_factorization': [[[280361536, 0, 1], 1]], 'hecke_orbit_code': 4503668548173849, 'p': 7}
-
id: 95479
{'charpoly_factorization': [[[-534612, 1], 2]], 'hecke_orbit_code': 4503668548173849, 'p': 11}
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id: 95480
{'charpoly_factorization': [[[333781196644, 0, 1], 1]], 'hecke_orbit_code': 4503668548173849, 'p': 13}
-
id: 95481
{'charpoly_factorization': [[[47691924412356, 0, 1], 1]], 'hecke_orbit_code': 4503668548173849, 'p': 17}
-
id: 95482
{'charpoly_factorization': [[[10661420, 1], 2]], 'hecke_orbit_code': 4503668548173849, 'p': 19}
-
id: 95483
{'charpoly_factorization': [[[347571590865984, 0, 1], 1]], 'hecke_orbit_code': 4503668548173849, 'p': 23}
-
id: 95484
{'charpoly_factorization': [[[128406630, 1], 2]], 'hecke_orbit_code': 4503668548173849, 'p': 29}
-
id: 95485
{'charpoly_factorization': [[[52843168, 1], 2]], 'hecke_orbit_code': 4503668548173849, 'p': 31}
-
id: 95486
{'charpoly_factorization': [[[33201691798862596, 0, 1], 1]], 'hecke_orbit_code': 4503668548173849, 'p': 37}
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id: 95487
{'charpoly_factorization': [[[-308120442, 1], 2]], 'hecke_orbit_code': 4503668548173849, 'p': 41}
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id: 95488
{'charpoly_factorization': [[[293289874501264, 0, 1], 1]], 'hecke_orbit_code': 4503668548173849, 'p': 43}
-
id: 95489
{'charpoly_factorization': [[[7221841938953462016, 0, 1], 1]], 'hecke_orbit_code': 4503668548173849, 'p': 47}
-
id: 95490
{'charpoly_factorization': [[[2547393791118267204, 0, 1], 1]], 'hecke_orbit_code': 4503668548173849, 'p': 53}
-
id: 95491
{'charpoly_factorization': [[[-5189203740, 1], 2]], 'hecke_orbit_code': 4503668548173849, 'p': 59}
-
id: 95492
{'charpoly_factorization': [[[-6956478662, 1], 2]], 'hecke_orbit_code': 4503668548173849, 'p': 61}
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id: 95493
{'charpoly_factorization': [[[239686963666145149456, 0, 1], 1]], 'hecke_orbit_code': 4503668548173849, 'p': 67}
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id: 95494
{'charpoly_factorization': [[[-9791485272, 1], 2]], 'hecke_orbit_code': 4503668548173849, 'p': 71}
-
id: 95495
{'charpoly_factorization': [[[2142685034362507684, 0, 1], 1]], 'hecke_orbit_code': 4503668548173849, 'p': 73}
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id: 95496
{'charpoly_factorization': [[[38116845680, 1], 2]], 'hecke_orbit_code': 4503668548173849, 'p': 79}
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id: 95497
{'charpoly_factorization': [[[860548072531493710224, 0, 1], 1]], 'hecke_orbit_code': 4503668548173849, 'p': 83}
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id: 95498
{'charpoly_factorization': [[[-24992917110, 1], 2]], 'hecke_orbit_code': 4503668548173849, 'p': 89}
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id: 95499
{'charpoly_factorization': [[[5627035466005440554116, 0, 1], 1]], 'hecke_orbit_code': 4503668548173849, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 2, 'label': '25.12.b.b', 'level': 25, 'portrait': 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', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 20730018
{'hecke_orbit_code': 4503668548173849, 'n': 1, 'trace_an': 2}
-
id: 20730019
{'hecke_orbit_code': 4503668548173849, 'n': 2, 'trace_an': 0}
-
id: 20730020
{'hecke_orbit_code': 4503668548173849, 'n': 3, 'trace_an': 0}
-
id: 20730021
{'hecke_orbit_code': 4503668548173849, 'n': 4, 'trace_an': 2944}
-
id: 20730022
{'hecke_orbit_code': 4503668548173849, 'n': 5, 'trace_an': 0}
-
id: 20730023
{'hecke_orbit_code': 4503668548173849, 'n': 6, 'trace_an': -12096}
-
id: 20730024
{'hecke_orbit_code': 4503668548173849, 'n': 7, 'trace_an': 0}
-
id: 20730025
{'hecke_orbit_code': 4503668548173849, 'n': 8, 'trace_an': 0}
-
id: 20730026
{'hecke_orbit_code': 4503668548173849, 'n': 9, 'trace_an': 227286}
-
id: 20730027
{'hecke_orbit_code': 4503668548173849, 'n': 10, 'trace_an': 0}
-
id: 20730028
{'hecke_orbit_code': 4503668548173849, 'n': 11, 'trace_an': 1069224}
-
id: 20730029
{'hecke_orbit_code': 4503668548173849, 'n': 12, 'trace_an': 0}
-
id: 20730030
{'hecke_orbit_code': 4503668548173849, 'n': 13, 'trace_an': 0}
-
id: 20730031
{'hecke_orbit_code': 4503668548173849, 'n': 14, 'trace_an': -803712}
-
id: 20730032
{'hecke_orbit_code': 4503668548173849, 'n': 15, 'trace_an': 0}
-
id: 20730033
{'hecke_orbit_code': 4503668548173849, 'n': 16, 'trace_an': 1974272}
-
id: 20730034
{'hecke_orbit_code': 4503668548173849, 'n': 17, 'trace_an': 0}
-
id: 20730035
{'hecke_orbit_code': 4503668548173849, 'n': 18, 'trace_an': 0}
-
id: 20730036
{'hecke_orbit_code': 4503668548173849, 'n': 19, 'trace_an': -21322840}
-
id: 20730037
{'hecke_orbit_code': 4503668548173849, 'n': 20, 'trace_an': 0}
-
id: 20730038
{'hecke_orbit_code': 4503668548173849, 'n': 21, 'trace_an': -8438976}
-
id: 20730039
{'hecke_orbit_code': 4503668548173849, 'n': 22, 'trace_an': 0}
-
id: 20730040
{'hecke_orbit_code': 4503668548173849, 'n': 23, 'trace_an': 0}
-
id: 20730041
{'hecke_orbit_code': 4503668548173849, 'n': 24, 'trace_an': -42577920}
-
id: 20730042
{'hecke_orbit_code': 4503668548173849, 'n': 25, 'trace_an': 0}
-
id: 20730043
{'hecke_orbit_code': 4503668548173849, 'n': 26, 'trace_an': 27731424}
-
id: 20730044
{'hecke_orbit_code': 4503668548173849, 'n': 27, 'trace_an': 0}
-
id: 20730045
{'hecke_orbit_code': 4503668548173849, 'n': 28, 'trace_an': 0}
-
id: 20730046
{'hecke_orbit_code': 4503668548173849, 'n': 29, 'trace_an': -256813260}
-
id: 20730047
{'hecke_orbit_code': 4503668548173849, 'n': 30, 'trace_an': 0}
-
id: 20730048
{'hecke_orbit_code': 4503668548173849, 'n': 31, 'trace_an': -105686336}
-
id: 20730049
{'hecke_orbit_code': 4503668548173849, 'n': 32, 'trace_an': 0}
-
id: 20730050
{'hecke_orbit_code': 4503668548173849, 'n': 33, 'trace_an': 0}
-
id: 20730051
{'hecke_orbit_code': 4503668548173849, 'n': 34, 'trace_an': -331484832}
-
id: 20730052
{'hecke_orbit_code': 4503668548173849, 'n': 35, 'trace_an': 0}
-
id: 20730053
{'hecke_orbit_code': 4503668548173849, 'n': 36, 'trace_an': 334564992}
-
id: 20730054
{'hecke_orbit_code': 4503668548173849, 'n': 37, 'trace_an': 0}
-
id: 20730055
{'hecke_orbit_code': 4503668548173849, 'n': 38, 'trace_an': 0}
-
id: 20730056
{'hecke_orbit_code': 4503668548173849, 'n': 39, 'trace_an': 291179952}
-
id: 20730057
{'hecke_orbit_code': 4503668548173849, 'n': 40, 'trace_an': 0}
-
id: 20730058
{'hecke_orbit_code': 4503668548173849, 'n': 41, 'trace_an': 616240884}
-
id: 20730059
{'hecke_orbit_code': 4503668548173849, 'n': 42, 'trace_an': 0}
-
id: 20730060
{'hecke_orbit_code': 4503668548173849, 'n': 43, 'trace_an': 0}
-
id: 20730061
{'hecke_orbit_code': 4503668548173849, 'n': 44, 'trace_an': 1573897728}
-
id: 20730062
{'hecke_orbit_code': 4503668548173849, 'n': 45, 'trace_an': 0}
-
id: 20730063
{'hecke_orbit_code': 4503668548173849, 'n': 46, 'trace_an': -894877056}
-
id: 20730064
{'hecke_orbit_code': 4503668548173849, 'n': 47, 'trace_an': 0}
-
id: 20730065
{'hecke_orbit_code': 4503668548173849, 'n': 48, 'trace_an': 0}
-
id: 20730066
{'hecke_orbit_code': 4503668548173849, 'n': 49, 'trace_an': 3393930414}
-
id: 20730067
{'hecke_orbit_code': 4503668548173849, 'n': 50, 'trace_an': 0}
-
id: 20730068
{'hecke_orbit_code': 4503668548173849, 'n': 51, 'trace_an': -3480590736}
-
id: 20730069
{'hecke_orbit_code': 4503668548173849, 'n': 52, 'trace_an': 0}
-
id: 20730070
{'hecke_orbit_code': 4503668548173849, 'n': 53, 'trace_an': 0}
-
id: 20730071
{'hecke_orbit_code': 4503668548173849, 'n': 54, 'trace_an': -3517395840}
-
id: 20730072
{'hecke_orbit_code': 4503668548173849, 'n': 55, 'trace_an': 0}
-
id: 20730073
{'hecke_orbit_code': 4503668548173849, 'n': 56, 'trace_an': -2829066240}
-
id: 20730074
{'hecke_orbit_code': 4503668548173849, 'n': 57, 'trace_an': 0}
-
id: 20730075
{'hecke_orbit_code': 4503668548173849, 'n': 58, 'trace_an': 0}
-
id: 20730076
{'hecke_orbit_code': 4503668548173849, 'n': 59, 'trace_an': 10378407480}
-
id: 20730077
{'hecke_orbit_code': 4503668548173849, 'n': 60, 'trace_an': 0}
-
id: 20730078
{'hecke_orbit_code': 4503668548173849, 'n': 61, 'trace_an': 13912957324}
-
id: 20730079
{'hecke_orbit_code': 4503668548173849, 'n': 62, 'trace_an': 0}
-
id: 20730080
{'hecke_orbit_code': 4503668548173849, 'n': 63, 'trace_an': 0}
-
id: 20730081
{'hecke_orbit_code': 4503668548173849, 'n': 64, 'trace_an': -5398593536}
-
id: 20730082
{'hecke_orbit_code': 4503668548173849, 'n': 65, 'trace_an': 0}
-
id: 20730083
{'hecke_orbit_code': 4503668548173849, 'n': 66, 'trace_an': -6466666752}
-
id: 20730084
{'hecke_orbit_code': 4503668548173849, 'n': 67, 'trace_an': 0}
-
id: 20730085
{'hecke_orbit_code': 4503668548173849, 'n': 68, 'trace_an': 0}
-
id: 20730086
{'hecke_orbit_code': 4503668548173849, 'n': 69, 'trace_an': -9396209088}
-
id: 20730087
{'hecke_orbit_code': 4503668548173849, 'n': 70, 'trace_an': 0}
-
id: 20730088
{'hecke_orbit_code': 4503668548173849, 'n': 71, 'trace_an': 19582970544}
-
id: 20730089
{'hecke_orbit_code': 4503668548173849, 'n': 72, 'trace_an': 0}
-
id: 20730090
{'hecke_orbit_code': 4503668548173849, 'n': 73, 'trace_an': 0}
-
id: 20730091
{'hecke_orbit_code': 4503668548173849, 'n': 74, 'trace_an': -8746239072}
-
id: 20730092
{'hecke_orbit_code': 4503668548173849, 'n': 75, 'trace_an': 0}
-
id: 20730093
{'hecke_orbit_code': 4503668548173849, 'n': 76, 'trace_an': -31387220480}
-
id: 20730094
{'hecke_orbit_code': 4503668548173849, 'n': 77, 'trace_an': 0}
-
id: 20730095
{'hecke_orbit_code': 4503668548173849, 'n': 78, 'trace_an': 0}
-
id: 20730096
{'hecke_orbit_code': 4503668548173849, 'n': 79, 'trace_an': -76233691360}
-
id: 20730097
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