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mf_newforms • Show schema
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{'Nk2': 7056, 'analytic_conductor': 26.019842312531612, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [441, 3, [344, 199], [3, 1]], 'cm_discs': [-7], 'conrey_index': 226, 'conrey_indexes': [226, 361], 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [25, 5, 1]], [5, [0, 1]], [13, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 274945016249, 'hecke_ring_generator_nbound': 4, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, -7], [1, 1, 7, 3, 1, 3, 0], [1, 1, 7, 4, -1, 6, 0]], 'is_cm': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': True, 'is_twist_minimal': False, 'label': '441.4.e.a', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '49.4.a.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q-5\\zeta_{6}q^{2}+(-17+17\\zeta_{6})q^{4}+45q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.1.d3', 'self_twist_discs': [-7], 'self_twist_type': 1, 'space_label': '441.4.e', 'trace_display': [-5, 0, 0, 0], 'trace_hash': 1130937490566203112, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.040', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.912', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.417', 'prec': 17}, {'__RealLiteral__': 0, 'data': '16.963', 'prec': 20}, {'__RealLiteral__': 0, 'data': '5.423', 'prec': 17}, 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0, 0, 0, 0, 0, 36180, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_hecke_nf • Show schema
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{'an': [[1, 0], [0, -5], [0, 0], [-17, 17], [0, 0], [0, 0], [0, 0], [45, 0], [0, 0], [0, 0], [-68, 68], [0, 0], [0, 0], [0, 0], [0, 0], [0, -89], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [340, 0], [0, -40], [0, 0], [125, -125], [0, 0], [0, 0], [0, 0], [166, 0], [0, 0], [0, 0], [-85, 85], [0, 0], [0, 0], [0, 0], [0, 0], [0, -450], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-180, 0], [0, -1156], [0, 0], [-200, 200], [0, 0], [0, 0], [0, 0], [-625, 0], [0, 0], [0, 0], [590, -590], [0, 0], [0, 0], [0, 0], [0, 0], [0, -830], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [-287, 0], [0, 0], [0, 0], [740, -740], [0, 0], [0, 0], [0, 0], [-688, 0], [0, 0], [0, 0], [-2250, 2250], [0, 0], [0, 0], [0, 0], [0, 0], [0, 1384], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 900], [0, 0], [-3060, 3060], [0, 0], [0, 0], [0, 0], [680, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 2125]], 'ap': [[0, -5], [0, 0], [0, 0], [0, 0], [-68, 68], [0, 0], [0, 0], [0, 0], [0, -40], [166, 0], [0, 0], [0, -450], [0, 0], [-180, 0], [0, 0], [590, -590], [0, 0], [0, 0], [740, -740], [-688, 0], [0, 0], [0, 1384], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -1580], [54, -54], [670, 0], [-2000, 0], [0, 0], [3110, -3110], [0, 0], [0, 814], [2952, -2952], [0, 0], [0, -1780], [0, 0], [0, 0], [-2084, 2084], [0, 0], [0, -4072], [4590, -4590], [2210, 0], [0, 0], [5868, 0], [0, 0], [0, 0], [0, 0], [0, -4730], [7376, 0], [0, 0], [0, 0], [0, 0], [7520, -7520], [0, 0], [0, 0], [-7310, 7310], [-4342, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -6970], [0, -10908], [-3330, 0], [-4100, 4100], [0, 0], [0, 0], [0, -8104], [0, 0], [0, 13970], [11916, 0], [0, 0], [-10526, 10526], [0, 0], [0, 1598], [0, 0], [0, 0], [15262, 0], [-8608, 8608], [0, 0], [0, 0], [0, 18580], [2686, 0], [0, -8010], [0, 0], [-8440, 0], [0, 0], [0, 0], [-21240, 21240], [-20372, 0], [0, 7236], [0, 0], [0, 0], [0, 0], [0, 0], [0, -15878], [12980, 0], [20470, -20470], [0, 0], [0, -26906], [6788, -6788], [0, 0], [0, 0], [0, 0], [-24736, 24736], [0, 0], [0, 0], [-15010, 15010], [-30550, 0], [0, 0], [-26192, 0], [8878, -8878], [0, 0], [0, 0], [0, 27050], [1804, 0], [0, 0], [-33570, 0], [0, 0], [-34060, 34060], [0, 0], [4198, 0], [0, -12546], [0, 0], [0, 0], [0, 0], [25324, -25324], [-25160, 0], [0, 2448], [-34830, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [37354, -37354], [0, 0], [0, -43538], [46240, -46240], [23980, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, 0], [0, -20200], [0, 6550], [0, 0], [30060, 0], [0, 0], [-52740, 52740], [39632, 0], [0, -21744], [0, 0], [0, 0], [0, 0], [0, 48820], [-29290, 0], [52040, 0], [0, 0], [-37490, 37490], [0, 0], [-57528, 57528], [0, 0]], 'char_orbit_index': 5, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 274945016249, 'hecke_ring_character_values': [[344, [1, 0]], [199, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '441.4.e.a', 'level': 441, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'Nk2': 7056, 'analytic_conductor': 26.019842312531612, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [441, 3, [344, 199], [3, 1]], 'conrey_index': 226, 'cusp_dim': 304, 'dim': 96, 'eis_dim': 64, 'eis_new_dim': 8, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 274945016249, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4, 6, 8, 8, 16], 'label': '441.4.e', 'level': 441, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 368, 'mf_new_dim': 104, 'num_forms': 26, 'prim_orbit_index': 3, 'relative_dim': 48, 'sturm_bound': 224, 'trace_bound': 13, 'trace_display': [1, 0, -15, 0], 'traces': [96, 1, 0, -193, -15, 0, 0, 102, 0, -10, -29, 0, -172, 0, 0, -741, -111, 0, 53, 816, 0, 372, 41, 0, -825, -438, 0, 0, -784, 0, 19, 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0, 92046, 303408, 0, 49864, -35699, 0, 123234, -78642, 0, 0, -91520, 0, 41443, -134740, 0, 6628, 0, 0, 134903, 27210, 0, 73568, 78522, 0, 418480, -247287, 0, -363664, -80277, 0, 0, 322968, 0, -67560, -40787, 0, -127370, 0, 0, -312316, -74571, 0, 14278, 22368, 0, 1073816, 256548, 0, -118191, -11004, 0, 0, 516438, 0, -108829, -270900, 0, 744], 'weight': 4, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 323297
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '49.4.a.a', 'target_level': 49, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 323298
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '49.4.a.a', 'target_level': 49, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 323299
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '49.4.c.d', 'target_level': 49, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 323300
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '49.4.c.d', 'target_level': 49, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 323301
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '49.4.c.d', 'target_level': 49, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 323302
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '49.4.c.d', 'target_level': 49, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 323303
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '441.4.a.m', 'target_level': 441, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 323304
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '441.4.a.m', 'target_level': 441, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 323305
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '441.4.e.a', 'target_level': 441, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 323306
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -7, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '441.4.e.a', 'target_level': 441, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 323307
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '441.4.e.a', 'target_level': 441, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 323308
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '441.4.e.a', 'target_level': 441, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 323309
{'conductor': 84, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '784.4.a.k', 'target_level': 784, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '84.j', 'twisting_char_orbit': 10, 'weight': 4}
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id: 323310
{'conductor': 84, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '784.4.a.k', 'target_level': 784, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '84.n', 'twisting_char_orbit': 14, 'weight': 4}
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id: 323311
{'conductor': 105, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '1225.4.a.l', 'target_level': 1225, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '105.o', 'twisting_char_orbit': 15, 'weight': 4}
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id: 323312
{'conductor': 105, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '441.4.e.a', 'source_level': 441, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '1225.4.a.l', 'target_level': 1225, 'twist_class_label': '49.4.a.a', 'twist_class_level': 49, 'twisting_char_label': '105.p', 'twisting_char_orbit': 16, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 893550
{'charpoly_factorization': [[[25, 5, 1], 1]], 'hecke_orbit_code': 274945016249, 'p': 2}
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id: 893551
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 3}
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id: 893552
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 5}
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id: 893553
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 7}
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id: 893554
{'charpoly_factorization': [[[4624, 68, 1], 1]], 'hecke_orbit_code': 274945016249, 'p': 11}
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id: 893555
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 13}
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id: 893556
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 17}
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id: 893557
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 19}
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id: 893558
{'charpoly_factorization': [[[1600, 40, 1], 1]], 'hecke_orbit_code': 274945016249, 'p': 23}
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id: 893559
{'charpoly_factorization': [[[-166, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 29}
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id: 893560
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 31}
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id: 893561
{'charpoly_factorization': [[[202500, 450, 1], 1]], 'hecke_orbit_code': 274945016249, 'p': 37}
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id: 893562
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 41}
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id: 893563
{'charpoly_factorization': [[[180, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 43}
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id: 893564
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 47}
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id: 893565
{'charpoly_factorization': [[[348100, -590, 1], 1]], 'hecke_orbit_code': 274945016249, 'p': 53}
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id: 893566
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 59}
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id: 893567
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 61}
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id: 893568
{'charpoly_factorization': [[[547600, -740, 1], 1]], 'hecke_orbit_code': 274945016249, 'p': 67}
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id: 893569
{'charpoly_factorization': [[[688, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 71}
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id: 893570
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 73}
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id: 893571
{'charpoly_factorization': [[[1915456, -1384, 1], 1]], 'hecke_orbit_code': 274945016249, 'p': 79}
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id: 893572
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 83}
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id: 893573
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 89}
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id: 893574
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 274945016249, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 5, 'hecke_orbit': 1, 'label': '441.4.e.a', 'level': 441, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 30254000
{'hecke_orbit_code': 274945016249, 'n': 1, 'trace_an': 2}
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id: 30254001
{'hecke_orbit_code': 274945016249, 'n': 2, 'trace_an': -5}
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id: 30254002
{'hecke_orbit_code': 274945016249, 'n': 3, 'trace_an': 0}
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id: 30254003
{'hecke_orbit_code': 274945016249, 'n': 4, 'trace_an': -17}
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id: 30254004
{'hecke_orbit_code': 274945016249, 'n': 5, 'trace_an': 0}
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id: 30254005
{'hecke_orbit_code': 274945016249, 'n': 6, 'trace_an': 0}
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